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<think>so we need to add 6657558 and 5343305
6657558 has 7 digits, and 5343305 has 7 digits, the digits of a1 from small side is [8, 5, 5, 7, 5, 6, 6], the digits of b1 from small side is [5, 0, 3, 3, 4, 3, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 5, 5, 7, 5, 6, 6] and [5, 0, 3, 3, 4, 3, 5]
now consider position 0:
8 plus 5
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 1:
5 plus 0
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 2:
5 plus 3
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 3:
7 plus 3
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
5 plus 4
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
6 plus 3
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 6:
6 plus 5
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [3, 6, 8, 0, 0, 0, 2, 1]and Final Answer is 12000863
</think>
So 6657558 plus 5343305 is **12000863**
| 12,000,863
|
calculate 6657558+5343305
|
<think>so we need to add 4185655 and 426703
4185655 has 7 digits, and 426703 has 6 digits, the digits of a1 from small side is [5, 5, 6, 5, 8, 1, 4], the digits of b1 from small side is [3, 0, 7, 6, 2, 4],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [3, 0, 7, 6, 2, 4, 0], a1 has digits [5, 5, 6, 5, 8, 1, 4]lest's calculate digits by digits
the two numbers are [5, 5, 6, 5, 8, 1, 4] and [3, 0, 7, 6, 2, 4, 0]
now consider position 0:
5 plus 3
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 1:
5 plus 0
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 2:
6 plus 7
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
5 plus 6
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 4:
8 plus 2
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
1 plus 4
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
4 plus 0
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
we got list of digits [8, 5, 3, 2, 1, 6, 4]and Final Answer is 4612358
</think>
So 4185655 plus 426703 is **4612358**
| 4,612,358
|
calculate 4185655+426703
|
<think>so we need to add 1591220 and 5061571
1591220 has 7 digits, and 5061571 has 7 digits, the digits of a1 from small side is [0, 2, 2, 1, 9, 5, 1], the digits of b1 from small side is [1, 7, 5, 1, 6, 0, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [0, 2, 2, 1, 9, 5, 1] and [1, 7, 5, 1, 6, 0, 5]
now consider position 0:
0 plus 1
result is 1 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 1.
now consider position 1:
2 plus 7
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
2 plus 5
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 3:
1 plus 1
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 4:
9 plus 6
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 5:
5 plus 0
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
1 plus 5
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
we got list of digits [1, 9, 7, 2, 5, 6, 6]and Final Answer is 6652791
</think>
So 1591220 plus 5061571 is **6652791**
| 6,652,791
|
calculate 1591220+5061571
|
<think>so we need to add 1936467 and 4736278
1936467 has 7 digits, and 4736278 has 7 digits, the digits of a1 from small side is [7, 6, 4, 6, 3, 9, 1], the digits of b1 from small side is [8, 7, 2, 6, 3, 7, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [7, 6, 4, 6, 3, 9, 1] and [8, 7, 2, 6, 3, 7, 4]
now consider position 0:
7 plus 8
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 1:
6 plus 7
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 2:
4 plus 2
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 3:
6 plus 6
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 4:
3 plus 3
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
9 plus 7
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 6:
1 plus 4
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
we got list of digits [5, 4, 7, 2, 7, 6, 6]and Final Answer is 6672745
</think>
So 1936467 plus 4736278 is **6672745**
| 6,672,745
|
calculate 1936467+4736278
|
<think>so we need to add 4942222 and 4091219
4942222 has 7 digits, and 4091219 has 7 digits, the digits of a1 from small side is [2, 2, 2, 2, 4, 9, 4], the digits of b1 from small side is [9, 1, 2, 1, 9, 0, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 2, 2, 2, 4, 9, 4] and [9, 1, 2, 1, 9, 0, 4]
now consider position 0:
2 plus 9
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
2 plus 1
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 2:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 3:
2 plus 1
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 4:
4 plus 9
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 5:
9 plus 0
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 6:
4 plus 4
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
we got list of digits [1, 4, 4, 3, 3, 0, 9]and Final Answer is 9033441
</think>
So 4942222 plus 4091219 is **9033441**
| 9,033,441
|
calculate 4942222+4091219
|
<think>so we need to add 593884 and 4707416
593884 has 6 digits, and 4707416 has 7 digits, the digits of a1 from small side is [4, 8, 8, 3, 9, 5], the digits of b1 from small side is [6, 1, 4, 7, 0, 7, 4],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [4, 8, 8, 3, 9, 5, 0], b1 has digits [6, 1, 4, 7, 0, 7, 4]lest's calculate digits by digits
the two numbers are [4, 8, 8, 3, 9, 5, 0] and [6, 1, 4, 7, 0, 7, 4]
now consider position 0:
4 plus 6
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
8 plus 1
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 2:
8 plus 4
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
3 plus 7
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 4:
9 plus 0
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
5 plus 7
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 6:
0 plus 4
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
we got list of digits [0, 0, 3, 1, 0, 3, 5]and Final Answer is 5301300
</think>
So 593884 plus 4707416 is **5301300**
| 5,301,300
|
calculate 593884+4707416
|
<think>so we need to add 6445349 and 7765577
6445349 has 7 digits, and 7765577 has 7 digits, the digits of a1 from small side is [9, 4, 3, 5, 4, 4, 6], the digits of b1 from small side is [7, 7, 5, 5, 6, 7, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 4, 3, 5, 4, 4, 6] and [7, 7, 5, 5, 6, 7, 7]
now consider position 0:
9 plus 7
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 1:
4 plus 7
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 2:
3 plus 5
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
5 plus 5
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
4 plus 6
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
4 plus 7
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 6:
6 plus 7
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 2, 9, 0, 1, 2, 4, 1]and Final Answer is 14210926
</think>
So 6445349 plus 7765577 is **14210926**
| 14,210,926
|
calculate 6445349+7765577
|
<think>so we need to add 4643816 and 8047485
4643816 has 7 digits, and 8047485 has 7 digits, the digits of a1 from small side is [6, 1, 8, 3, 4, 6, 4], the digits of b1 from small side is [5, 8, 4, 7, 4, 0, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [6, 1, 8, 3, 4, 6, 4] and [5, 8, 4, 7, 4, 0, 8]
now consider position 0:
6 plus 5
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
1 plus 8
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 2:
8 plus 4
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
3 plus 7
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 4:
4 plus 4
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 5:
6 plus 0
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
4 plus 8
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 0, 3, 1, 9, 6, 2, 1]and Final Answer is 12691301
</think>
So 4643816 plus 8047485 is **12691301**
| 12,691,301
|
calculate 4643816+8047485
|
<think>so we need to add 4680438 and 7508947
4680438 has 7 digits, and 7508947 has 7 digits, the digits of a1 from small side is [8, 3, 4, 0, 8, 6, 4], the digits of b1 from small side is [7, 4, 9, 8, 0, 5, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 3, 4, 0, 8, 6, 4] and [7, 4, 9, 8, 0, 5, 7]
now consider position 0:
8 plus 7
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 1:
3 plus 4
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 2:
4 plus 9
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
0 plus 8
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
8 plus 0
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
6 plus 5
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
4 plus 7
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [5, 8, 3, 9, 8, 1, 2, 1]and Final Answer is 12189385
</think>
So 4680438 plus 7508947 is **12189385**
| 12,189,385
|
calculate 4680438+7508947
|
<think>so we need to add 6528848 and 6083386
6528848 has 7 digits, and 6083386 has 7 digits, the digits of a1 from small side is [8, 4, 8, 8, 2, 5, 6], the digits of b1 from small side is [6, 8, 3, 3, 8, 0, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 4, 8, 8, 2, 5, 6] and [6, 8, 3, 3, 8, 0, 6]
now consider position 0:
8 plus 6
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 1:
4 plus 8
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 2:
8 plus 3
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 3:
8 plus 3
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 4:
2 plus 8
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
5 plus 0
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
6 plus 6
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 3, 2, 2, 1, 6, 2, 1]and Final Answer is 12612234
</think>
So 6528848 plus 6083386 is **12612234**
| 12,612,234
|
calculate 6528848+6083386
|
<think>so we need to add 7216133 and 3282664
7216133 has 7 digits, and 3282664 has 7 digits, the digits of a1 from small side is [3, 3, 1, 6, 1, 2, 7], the digits of b1 from small side is [4, 6, 6, 2, 8, 2, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 3, 1, 6, 1, 2, 7] and [4, 6, 6, 2, 8, 2, 3]
now consider position 0:
3 plus 4
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
3 plus 6
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
1 plus 6
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 3:
6 plus 2
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 4:
1 plus 8
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 5:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 6:
7 plus 3
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 9, 7, 8, 9, 4, 0, 1]and Final Answer is 10498797
</think>
So 7216133 plus 3282664 is **10498797**
| 10,498,797
|
calculate 7216133+3282664
|
<think>so we need to add 6347567 and 4671684
6347567 has 7 digits, and 4671684 has 7 digits, the digits of a1 from small side is [7, 6, 5, 7, 4, 3, 6], the digits of b1 from small side is [4, 8, 6, 1, 7, 6, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [7, 6, 5, 7, 4, 3, 6] and [4, 8, 6, 1, 7, 6, 4]
now consider position 0:
7 plus 4
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
6 plus 8
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 2:
5 plus 6
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 3:
7 plus 1
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
4 plus 7
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
3 plus 6
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 6:
6 plus 4
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 5, 2, 9, 1, 0, 1, 1]and Final Answer is 11019251
</think>
So 6347567 plus 4671684 is **11019251**
| 11,019,251
|
calculate 6347567+4671684
|
<think>so we need to add 5344772 and 5430272
5344772 has 7 digits, and 5430272 has 7 digits, the digits of a1 from small side is [2, 7, 7, 4, 4, 3, 5], the digits of b1 from small side is [2, 7, 2, 0, 3, 4, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 7, 7, 4, 4, 3, 5] and [2, 7, 2, 0, 3, 4, 5]
now consider position 0:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 1:
7 plus 7
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 2:
7 plus 2
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 3:
4 plus 0
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 4:
4 plus 3
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
3 plus 4
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 6:
5 plus 5
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 4, 0, 5, 7, 7, 0, 1]and Final Answer is 10775044
</think>
So 5344772 plus 5430272 is **10775044**
| 10,775,044
|
calculate 5344772+5430272
|
<think>so we need to add 4078038 and 8673756
4078038 has 7 digits, and 8673756 has 7 digits, the digits of a1 from small side is [8, 3, 0, 8, 7, 0, 4], the digits of b1 from small side is [6, 5, 7, 3, 7, 6, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 3, 0, 8, 7, 0, 4] and [6, 5, 7, 3, 7, 6, 8]
now consider position 0:
8 plus 6
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 1:
3 plus 5
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
0 plus 7
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 3:
8 plus 3
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 4:
7 plus 7
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 5:
0 plus 6
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 6:
4 plus 8
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 9, 7, 1, 5, 7, 2, 1]and Final Answer is 12751794
</think>
So 4078038 plus 8673756 is **12751794**
| 12,751,794
|
calculate 4078038+8673756
|
<think>so we need to add 2025661 and 2414870
2025661 has 7 digits, and 2414870 has 7 digits, the digits of a1 from small side is [1, 6, 6, 5, 2, 0, 2], the digits of b1 from small side is [0, 7, 8, 4, 1, 4, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 6, 6, 5, 2, 0, 2] and [0, 7, 8, 4, 1, 4, 2]
now consider position 0:
1 plus 0
result is 1 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 1.
now consider position 1:
6 plus 7
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 2:
6 plus 8
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 3:
5 plus 4
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
2 plus 1
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 5:
0 plus 4
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 6:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
we got list of digits [1, 3, 5, 0, 4, 4, 4]and Final Answer is 4440531
</think>
So 2025661 plus 2414870 is **4440531**
| 4,440,531
|
calculate 2025661+2414870
|
<think>so we need to add 3195643 and 3131317
3195643 has 7 digits, and 3131317 has 7 digits, the digits of a1 from small side is [3, 4, 6, 5, 9, 1, 3], the digits of b1 from small side is [7, 1, 3, 1, 3, 1, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 4, 6, 5, 9, 1, 3] and [7, 1, 3, 1, 3, 1, 3]
now consider position 0:
3 plus 7
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
4 plus 1
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 2:
6 plus 3
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 4:
9 plus 3
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 5:
1 plus 1
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 6:
3 plus 3
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
we got list of digits [0, 6, 9, 6, 2, 3, 6]and Final Answer is 6326960
</think>
So 3195643 plus 3131317 is **6326960**
| 6,326,960
|
calculate 3195643+3131317
|
<think>so we need to add 7341653 and 8498812
7341653 has 7 digits, and 8498812 has 7 digits, the digits of a1 from small side is [3, 5, 6, 1, 4, 3, 7], the digits of b1 from small side is [2, 1, 8, 8, 9, 4, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 5, 6, 1, 4, 3, 7] and [2, 1, 8, 8, 9, 4, 8]
now consider position 0:
3 plus 2
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 1:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 2:
6 plus 8
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 3:
1 plus 8
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
4 plus 9
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 5:
3 plus 4
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
7 plus 8
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [5, 6, 4, 0, 4, 8, 5, 1]and Final Answer is 15840465
</think>
So 7341653 plus 8498812 is **15840465**
| 15,840,465
|
calculate 7341653+8498812
|
<think>so we need to add 6107378 and 8766358
6107378 has 7 digits, and 8766358 has 7 digits, the digits of a1 from small side is [8, 7, 3, 7, 0, 1, 6], the digits of b1 from small side is [8, 5, 3, 6, 6, 7, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 7, 3, 7, 0, 1, 6] and [8, 5, 3, 6, 6, 7, 8]
now consider position 0:
8 plus 8
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 1:
7 plus 5
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 2:
3 plus 3
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 3:
7 plus 6
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 4:
0 plus 6
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
1 plus 7
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
6 plus 8
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 3, 7, 3, 7, 8, 4, 1]and Final Answer is 14873736
</think>
So 6107378 plus 8766358 is **14873736**
| 14,873,736
|
calculate 6107378+8766358
|
<think>so we need to add 871883 and 217584
871883 has 6 digits, and 217584 has 6 digits, the digits of a1 from small side is [3, 8, 8, 1, 7, 8], the digits of b1 from small side is [4, 8, 5, 7, 1, 2],let's first align two number,
number1 has 6 digits, number2 has 6 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 8, 8, 1, 7, 8] and [4, 8, 5, 7, 1, 2]
now consider position 0:
3 plus 4
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
8 plus 8
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 2:
8 plus 5
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 3:
1 plus 7
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
7 plus 1
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
8 plus 2
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 6, 4, 9, 8, 0, 1]and Final Answer is 1089467
</think>
So 871883 plus 217584 is **1089467**
| 1,089,467
|
calculate 871883+217584
|
<think>so we need to add 3009159 and 4206129
3009159 has 7 digits, and 4206129 has 7 digits, the digits of a1 from small side is [9, 5, 1, 9, 0, 0, 3], the digits of b1 from small side is [9, 2, 1, 6, 0, 2, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 5, 1, 9, 0, 0, 3] and [9, 2, 1, 6, 0, 2, 4]
now consider position 0:
9 plus 9
result is 18 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 8.
now consider position 1:
5 plus 2
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 2:
1 plus 1
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 3:
9 plus 6
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 4:
0 plus 0
result is 0 and carry from last stage is 1.
with carry added, we got 1
since sum is less than 10, carry to next stage is 0, we got 1.
now consider position 5:
0 plus 2
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 6:
3 plus 4
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
we got list of digits [8, 8, 2, 5, 1, 2, 7]and Final Answer is 7215288
</think>
So 3009159 plus 4206129 is **7215288**
| 7,215,288
|
calculate 3009159+4206129
|
<think>so we need to add 6299384 and 8857933
6299384 has 7 digits, and 8857933 has 7 digits, the digits of a1 from small side is [4, 8, 3, 9, 9, 2, 6], the digits of b1 from small side is [3, 3, 9, 7, 5, 8, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 8, 3, 9, 9, 2, 6] and [3, 3, 9, 7, 5, 8, 8]
now consider position 0:
4 plus 3
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
8 plus 3
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 2:
3 plus 9
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
9 plus 7
result is 16 and carry from last stage is 1.
with carry added, we got 17
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 4:
9 plus 5
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 5:
2 plus 8
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
6 plus 8
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 1, 3, 7, 5, 1, 5, 1]and Final Answer is 15157317
</think>
So 6299384 plus 8857933 is **15157317**
| 15,157,317
|
calculate 6299384+8857933
|
<think>so we need to add 824347 and 1483127
824347 has 6 digits, and 1483127 has 7 digits, the digits of a1 from small side is [7, 4, 3, 4, 2, 8], the digits of b1 from small side is [7, 2, 1, 3, 8, 4, 1],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [7, 4, 3, 4, 2, 8, 0], b1 has digits [7, 2, 1, 3, 8, 4, 1]lest's calculate digits by digits
the two numbers are [7, 4, 3, 4, 2, 8, 0] and [7, 2, 1, 3, 8, 4, 1]
now consider position 0:
7 plus 7
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 1:
4 plus 2
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
3 plus 1
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 3:
4 plus 3
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 4:
2 plus 8
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
8 plus 4
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 6:
0 plus 1
result is 1 and carry from last stage is 1.
with carry added, we got 2
since sum is less than 10, carry to next stage is 0, we got 2.
we got list of digits [4, 7, 4, 7, 0, 3, 2]and Final Answer is 2307474
</think>
So 824347 plus 1483127 is **2307474**
| 2,307,474
|
calculate 824347+1483127
|
<think>so we need to add 441939 and 3264891
441939 has 6 digits, and 3264891 has 7 digits, the digits of a1 from small side is [9, 3, 9, 1, 4, 4], the digits of b1 from small side is [1, 9, 8, 4, 6, 2, 3],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [9, 3, 9, 1, 4, 4, 0], b1 has digits [1, 9, 8, 4, 6, 2, 3]lest's calculate digits by digits
the two numbers are [9, 3, 9, 1, 4, 4, 0] and [1, 9, 8, 4, 6, 2, 3]
now consider position 0:
9 plus 1
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
3 plus 9
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 2:
9 plus 8
result is 17 and carry from last stage is 1.
with carry added, we got 18
since sum is greater than 10, carry to next stage is 1, we got 8.
now consider position 3:
1 plus 4
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 4:
4 plus 6
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
4 plus 2
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 6:
0 plus 3
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
we got list of digits [0, 3, 8, 6, 0, 7, 3]and Final Answer is 3706830
</think>
So 441939 plus 3264891 is **3706830**
| 3,706,830
|
calculate 441939+3264891
|
<think>so we need to add 9233633 and 8328011
9233633 has 7 digits, and 8328011 has 7 digits, the digits of a1 from small side is [3, 3, 6, 3, 3, 2, 9], the digits of b1 from small side is [1, 1, 0, 8, 2, 3, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 3, 6, 3, 3, 2, 9] and [1, 1, 0, 8, 2, 3, 8]
now consider position 0:
3 plus 1
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 1:
3 plus 1
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 2:
6 plus 0
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 3:
3 plus 8
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 4:
3 plus 2
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 5:
2 plus 3
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 6:
9 plus 8
result is 17 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 7.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 4, 6, 1, 6, 5, 7, 1]and Final Answer is 17561644
</think>
So 9233633 plus 8328011 is **17561644**
| 17,561,644
|
calculate 9233633+8328011
|
<think>so we need to add 710778 and 4112160
710778 has 6 digits, and 4112160 has 7 digits, the digits of a1 from small side is [8, 7, 7, 0, 1, 7], the digits of b1 from small side is [0, 6, 1, 2, 1, 1, 4],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [8, 7, 7, 0, 1, 7, 0], b1 has digits [0, 6, 1, 2, 1, 1, 4]lest's calculate digits by digits
the two numbers are [8, 7, 7, 0, 1, 7, 0] and [0, 6, 1, 2, 1, 1, 4]
now consider position 0:
8 plus 0
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 1:
7 plus 6
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 2:
7 plus 1
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
0 plus 2
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 4:
1 plus 1
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 5:
7 plus 1
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
0 plus 4
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
we got list of digits [8, 3, 9, 2, 2, 8, 4]and Final Answer is 4822938
</think>
So 710778 plus 4112160 is **4822938**
| 4,822,938
|
calculate 710778+4112160
|
<think>so we need to add 326060 and 8097944
326060 has 6 digits, and 8097944 has 7 digits, the digits of a1 from small side is [0, 6, 0, 6, 2, 3], the digits of b1 from small side is [4, 4, 9, 7, 9, 0, 8],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [0, 6, 0, 6, 2, 3, 0], b1 has digits [4, 4, 9, 7, 9, 0, 8]lest's calculate digits by digits
the two numbers are [0, 6, 0, 6, 2, 3, 0] and [4, 4, 9, 7, 9, 0, 8]
now consider position 0:
0 plus 4
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 1:
6 plus 4
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 2:
0 plus 9
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 3:
6 plus 7
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 4:
2 plus 9
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 5:
3 plus 0
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 6:
0 plus 8
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
we got list of digits [4, 0, 0, 4, 2, 4, 8]and Final Answer is 8424004
</think>
So 326060 plus 8097944 is **8424004**
| 8,424,004
|
calculate 326060+8097944
|
<think>so we need to add 5561415 and 7778971
5561415 has 7 digits, and 7778971 has 7 digits, the digits of a1 from small side is [5, 1, 4, 1, 6, 5, 5], the digits of b1 from small side is [1, 7, 9, 8, 7, 7, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [5, 1, 4, 1, 6, 5, 5] and [1, 7, 9, 8, 7, 7, 7]
now consider position 0:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 1:
1 plus 7
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 2:
4 plus 9
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
1 plus 8
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
6 plus 7
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 5:
5 plus 7
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 6:
5 plus 7
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 8, 3, 0, 4, 3, 3, 1]and Final Answer is 13340386
</think>
So 5561415 plus 7778971 is **13340386**
| 13,340,386
|
calculate 5561415+7778971
|
<think>so we need to add 9473748 and 3373946
9473748 has 7 digits, and 3373946 has 7 digits, the digits of a1 from small side is [8, 4, 7, 3, 7, 4, 9], the digits of b1 from small side is [6, 4, 9, 3, 7, 3, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 4, 7, 3, 7, 4, 9] and [6, 4, 9, 3, 7, 3, 3]
now consider position 0:
8 plus 6
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 1:
4 plus 4
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
7 plus 9
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 3:
3 plus 3
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 4:
7 plus 7
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 5:
4 plus 3
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
9 plus 3
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 9, 6, 7, 4, 8, 2, 1]and Final Answer is 12847694
</think>
So 9473748 plus 3373946 is **12847694**
| 12,847,694
|
calculate 9473748+3373946
|
<think>so we need to add 9263215 and 6347116
9263215 has 7 digits, and 6347116 has 7 digits, the digits of a1 from small side is [5, 1, 2, 3, 6, 2, 9], the digits of b1 from small side is [6, 1, 1, 7, 4, 3, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [5, 1, 2, 3, 6, 2, 9] and [6, 1, 1, 7, 4, 3, 6]
now consider position 0:
5 plus 6
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
1 plus 1
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 2:
2 plus 1
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 3:
3 plus 7
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
6 plus 4
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
2 plus 3
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
9 plus 6
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 3, 3, 0, 1, 6, 5, 1]and Final Answer is 15610331
</think>
So 9263215 plus 6347116 is **15610331**
| 15,610,331
|
calculate 9263215+6347116
|
<think>so we need to add 6022169 and 723946
6022169 has 7 digits, and 723946 has 6 digits, the digits of a1 from small side is [9, 6, 1, 2, 2, 0, 6], the digits of b1 from small side is [6, 4, 9, 3, 2, 7],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [6, 4, 9, 3, 2, 7, 0], a1 has digits [9, 6, 1, 2, 2, 0, 6]lest's calculate digits by digits
the two numbers are [9, 6, 1, 2, 2, 0, 6] and [6, 4, 9, 3, 2, 7, 0]
now consider position 0:
9 plus 6
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 1:
6 plus 4
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 2:
1 plus 9
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 3:
2 plus 3
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 4:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 5:
0 plus 7
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 6:
6 plus 0
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
we got list of digits [5, 1, 1, 6, 4, 7, 6]and Final Answer is 6746115
</think>
So 6022169 plus 723946 is **6746115**
| 6,746,115
|
calculate 6022169+723946
|
<think>so we need to add 5404283 and 4839481
5404283 has 7 digits, and 4839481 has 7 digits, the digits of a1 from small side is [3, 8, 2, 4, 0, 4, 5], the digits of b1 from small side is [1, 8, 4, 9, 3, 8, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 8, 2, 4, 0, 4, 5] and [1, 8, 4, 9, 3, 8, 4]
now consider position 0:
3 plus 1
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 1:
8 plus 8
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 2:
2 plus 4
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 3:
4 plus 9
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 4:
0 plus 3
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 5:
4 plus 8
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 6:
5 plus 4
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 6, 7, 3, 4, 2, 0, 1]and Final Answer is 10243764
</think>
So 5404283 plus 4839481 is **10243764**
| 10,243,764
|
calculate 5404283+4839481
|
<think>so we need to add 677824 and 2683131
677824 has 6 digits, and 2683131 has 7 digits, the digits of a1 from small side is [4, 2, 8, 7, 7, 6], the digits of b1 from small side is [1, 3, 1, 3, 8, 6, 2],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [4, 2, 8, 7, 7, 6, 0], b1 has digits [1, 3, 1, 3, 8, 6, 2]lest's calculate digits by digits
the two numbers are [4, 2, 8, 7, 7, 6, 0] and [1, 3, 1, 3, 8, 6, 2]
now consider position 0:
4 plus 1
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 1:
2 plus 3
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 2:
8 plus 1
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
7 plus 3
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
7 plus 8
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 5:
6 plus 6
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 6:
0 plus 2
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
we got list of digits [5, 5, 9, 0, 6, 3, 3]and Final Answer is 3360955
</think>
So 677824 plus 2683131 is **3360955**
| 3,360,955
|
calculate 677824+2683131
|
<think>so we need to add 9684877 and 9783349
9684877 has 7 digits, and 9783349 has 7 digits, the digits of a1 from small side is [7, 7, 8, 4, 8, 6, 9], the digits of b1 from small side is [9, 4, 3, 3, 8, 7, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [7, 7, 8, 4, 8, 6, 9] and [9, 4, 3, 3, 8, 7, 9]
now consider position 0:
7 plus 9
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 1:
7 plus 4
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 2:
8 plus 3
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 3:
4 plus 3
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 4:
8 plus 8
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 5:
6 plus 7
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 6:
9 plus 9
result is 18 and carry from last stage is 1.
with carry added, we got 19
since sum is greater than 10, carry to next stage is 1, we got 9.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 2, 2, 8, 6, 4, 9, 1]and Final Answer is 19468226
</think>
So 9684877 plus 9783349 is **19468226**
| 19,468,226
|
calculate 9684877+9783349
|
<think>so we need to add 7287557 and 112685
7287557 has 7 digits, and 112685 has 6 digits, the digits of a1 from small side is [7, 5, 5, 7, 8, 2, 7], the digits of b1 from small side is [5, 8, 6, 2, 1, 1],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [5, 8, 6, 2, 1, 1, 0], a1 has digits [7, 5, 5, 7, 8, 2, 7]lest's calculate digits by digits
the two numbers are [7, 5, 5, 7, 8, 2, 7] and [5, 8, 6, 2, 1, 1, 0]
now consider position 0:
7 plus 5
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 1:
5 plus 8
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 2:
5 plus 6
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 3:
7 plus 2
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
8 plus 1
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
2 plus 1
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 6:
7 plus 0
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
we got list of digits [2, 4, 2, 0, 0, 4, 7]and Final Answer is 7400242
</think>
So 7287557 plus 112685 is **7400242**
| 7,400,242
|
calculate 7287557+112685
|
<think>so we need to add 3522999 and 8752141
3522999 has 7 digits, and 8752141 has 7 digits, the digits of a1 from small side is [9, 9, 9, 2, 2, 5, 3], the digits of b1 from small side is [1, 4, 1, 2, 5, 7, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 9, 9, 2, 2, 5, 3] and [1, 4, 1, 2, 5, 7, 8]
now consider position 0:
9 plus 1
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
9 plus 4
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 2:
9 plus 1
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 3:
2 plus 2
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 4:
2 plus 5
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
5 plus 7
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 6:
3 plus 8
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 4, 1, 5, 7, 2, 2, 1]and Final Answer is 12275140
</think>
So 3522999 plus 8752141 is **12275140**
| 12,275,140
|
calculate 3522999+8752141
|
<think>so we need to add 5104265 and 6916766
5104265 has 7 digits, and 6916766 has 7 digits, the digits of a1 from small side is [5, 6, 2, 4, 0, 1, 5], the digits of b1 from small side is [6, 6, 7, 6, 1, 9, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [5, 6, 2, 4, 0, 1, 5] and [6, 6, 7, 6, 1, 9, 6]
now consider position 0:
5 plus 6
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
6 plus 6
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 2:
2 plus 7
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 3:
4 plus 6
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 4:
0 plus 1
result is 1 and carry from last stage is 1.
with carry added, we got 2
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 5:
1 plus 9
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 6:
5 plus 6
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 3, 0, 1, 2, 0, 2, 1]and Final Answer is 12021031
</think>
So 5104265 plus 6916766 is **12021031**
| 12,021,031
|
calculate 5104265+6916766
|
<think>so we need to add 8188206 and 3521569
8188206 has 7 digits, and 3521569 has 7 digits, the digits of a1 from small side is [6, 0, 2, 8, 8, 1, 8], the digits of b1 from small side is [9, 6, 5, 1, 2, 5, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [6, 0, 2, 8, 8, 1, 8] and [9, 6, 5, 1, 2, 5, 3]
now consider position 0:
6 plus 9
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 1:
0 plus 6
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
2 plus 5
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 3:
8 plus 1
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
8 plus 2
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
1 plus 5
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 6:
8 plus 3
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [5, 7, 7, 9, 0, 7, 1, 1]and Final Answer is 11709775
</think>
So 8188206 plus 3521569 is **11709775**
| 11,709,775
|
calculate 8188206+3521569
|
<think>so we need to add 6752693 and 8414009
6752693 has 7 digits, and 8414009 has 7 digits, the digits of a1 from small side is [3, 9, 6, 2, 5, 7, 6], the digits of b1 from small side is [9, 0, 0, 4, 1, 4, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 9, 6, 2, 5, 7, 6] and [9, 0, 0, 4, 1, 4, 8]
now consider position 0:
3 plus 9
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 1:
9 plus 0
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 2:
6 plus 0
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 3:
2 plus 4
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 4:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 5:
7 plus 4
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
6 plus 8
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [2, 0, 7, 6, 6, 1, 5, 1]and Final Answer is 15166702
</think>
So 6752693 plus 8414009 is **15166702**
| 15,166,702
|
calculate 6752693+8414009
|
<think>so we need to add 3084926 and 7058871
3084926 has 7 digits, and 7058871 has 7 digits, the digits of a1 from small side is [6, 2, 9, 4, 8, 0, 3], the digits of b1 from small side is [1, 7, 8, 8, 5, 0, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [6, 2, 9, 4, 8, 0, 3] and [1, 7, 8, 8, 5, 0, 7]
now consider position 0:
6 plus 1
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
2 plus 7
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
9 plus 8
result is 17 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 3:
4 plus 8
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 4:
8 plus 5
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 5:
0 plus 0
result is 0 and carry from last stage is 1.
with carry added, we got 1
since sum is less than 10, carry to next stage is 0, we got 1.
now consider position 6:
3 plus 7
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 9, 7, 3, 4, 1, 0, 1]and Final Answer is 10143797
</think>
So 3084926 plus 7058871 is **10143797**
| 10,143,797
|
calculate 3084926+7058871
|
<think>so we need to add 9319063 and 2002569
9319063 has 7 digits, and 2002569 has 7 digits, the digits of a1 from small side is [3, 6, 0, 9, 1, 3, 9], the digits of b1 from small side is [9, 6, 5, 2, 0, 0, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 6, 0, 9, 1, 3, 9] and [9, 6, 5, 2, 0, 0, 2]
now consider position 0:
3 plus 9
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 1:
6 plus 6
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 2:
0 plus 5
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 3:
9 plus 2
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 4:
1 plus 0
result is 1 and carry from last stage is 1.
with carry added, we got 2
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 5:
3 plus 0
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 6:
9 plus 2
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [2, 3, 6, 1, 2, 3, 1, 1]and Final Answer is 11321632
</think>
So 9319063 plus 2002569 is **11321632**
| 11,321,632
|
calculate 9319063+2002569
|
<think>so we need to add 8304649 and 4734725
8304649 has 7 digits, and 4734725 has 7 digits, the digits of a1 from small side is [9, 4, 6, 4, 0, 3, 8], the digits of b1 from small side is [5, 2, 7, 4, 3, 7, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 4, 6, 4, 0, 3, 8] and [5, 2, 7, 4, 3, 7, 4]
now consider position 0:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 1:
4 plus 2
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
6 plus 7
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
4 plus 4
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
0 plus 3
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 5:
3 plus 7
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 6:
8 plus 4
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 7, 3, 9, 3, 0, 3, 1]and Final Answer is 13039374
</think>
So 8304649 plus 4734725 is **13039374**
| 13,039,374
|
calculate 8304649+4734725
|
<think>so we need to add 6545719 and 7818262
6545719 has 7 digits, and 7818262 has 7 digits, the digits of a1 from small side is [9, 1, 7, 5, 4, 5, 6], the digits of b1 from small side is [2, 6, 2, 8, 1, 8, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 1, 7, 5, 4, 5, 6] and [2, 6, 2, 8, 1, 8, 7]
now consider position 0:
9 plus 2
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
1 plus 6
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 2:
7 plus 2
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
5 plus 8
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 4:
4 plus 1
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 5:
5 plus 8
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 6:
6 plus 7
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 8, 9, 3, 6, 3, 4, 1]and Final Answer is 14363981
</think>
So 6545719 plus 7818262 is **14363981**
| 14,363,981
|
calculate 6545719+7818262
|
<think>so we need to add 2320968 and 2013475
2320968 has 7 digits, and 2013475 has 7 digits, the digits of a1 from small side is [8, 6, 9, 0, 2, 3, 2], the digits of b1 from small side is [5, 7, 4, 3, 1, 0, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 6, 9, 0, 2, 3, 2] and [5, 7, 4, 3, 1, 0, 2]
now consider position 0:
8 plus 5
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 1:
6 plus 7
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 2:
9 plus 4
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 3:
0 plus 3
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 4:
2 plus 1
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 5:
3 plus 0
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 6:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
we got list of digits [3, 4, 4, 4, 3, 3, 4]and Final Answer is 4334443
</think>
So 2320968 plus 2013475 is **4334443**
| 4,334,443
|
calculate 2320968+2013475
|
<think>so we need to add 2816864 and 9926799
2816864 has 7 digits, and 9926799 has 7 digits, the digits of a1 from small side is [4, 6, 8, 6, 1, 8, 2], the digits of b1 from small side is [9, 9, 7, 6, 2, 9, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 6, 8, 6, 1, 8, 2] and [9, 9, 7, 6, 2, 9, 9]
now consider position 0:
4 plus 9
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 1:
6 plus 9
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 2:
8 plus 7
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 3:
6 plus 6
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 4:
1 plus 2
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 5:
8 plus 9
result is 17 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 6:
2 plus 9
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [3, 6, 6, 3, 4, 7, 2, 1]and Final Answer is 12743663
</think>
So 2816864 plus 9926799 is **12743663**
| 12,743,663
|
calculate 2816864+9926799
|
<think>so we need to add 3202499 and 8389108
3202499 has 7 digits, and 8389108 has 7 digits, the digits of a1 from small side is [9, 9, 4, 2, 0, 2, 3], the digits of b1 from small side is [8, 0, 1, 9, 8, 3, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 9, 4, 2, 0, 2, 3] and [8, 0, 1, 9, 8, 3, 8]
now consider position 0:
9 plus 8
result is 17 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 1:
9 plus 0
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 2:
4 plus 1
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 3:
2 plus 9
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 4:
0 plus 8
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 5:
2 plus 3
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 6:
3 plus 8
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 0, 6, 1, 9, 5, 1, 1]and Final Answer is 11591607
</think>
So 3202499 plus 8389108 is **11591607**
| 11,591,607
|
calculate 3202499+8389108
|
<think>so we need to add 8175112 and 8445129
8175112 has 7 digits, and 8445129 has 7 digits, the digits of a1 from small side is [2, 1, 1, 5, 7, 1, 8], the digits of b1 from small side is [9, 2, 1, 5, 4, 4, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 1, 1, 5, 7, 1, 8] and [9, 2, 1, 5, 4, 4, 8]
now consider position 0:
2 plus 9
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
1 plus 2
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 2:
1 plus 1
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 3:
5 plus 5
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
7 plus 4
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 5:
1 plus 4
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
8 plus 8
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 4, 2, 0, 2, 6, 6, 1]and Final Answer is 16620241
</think>
So 8175112 plus 8445129 is **16620241**
| 16,620,241
|
calculate 8175112+8445129
|
<think>so we need to add 9514870 and 181904
9514870 has 7 digits, and 181904 has 6 digits, the digits of a1 from small side is [0, 7, 8, 4, 1, 5, 9], the digits of b1 from small side is [4, 0, 9, 1, 8, 1],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [4, 0, 9, 1, 8, 1, 0], a1 has digits [0, 7, 8, 4, 1, 5, 9]lest's calculate digits by digits
the two numbers are [0, 7, 8, 4, 1, 5, 9] and [4, 0, 9, 1, 8, 1, 0]
now consider position 0:
0 plus 4
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 1:
7 plus 0
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
8 plus 9
result is 17 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 3:
4 plus 1
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 4:
1 plus 8
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 5:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
9 plus 0
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
we got list of digits [4, 7, 7, 6, 9, 6, 9]and Final Answer is 9696774
</think>
So 9514870 plus 181904 is **9696774**
| 9,696,774
|
calculate 9514870+181904
|
<think>so we need to add 3562927 and 8557923
3562927 has 7 digits, and 8557923 has 7 digits, the digits of a1 from small side is [7, 2, 9, 2, 6, 5, 3], the digits of b1 from small side is [3, 2, 9, 7, 5, 5, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [7, 2, 9, 2, 6, 5, 3] and [3, 2, 9, 7, 5, 5, 8]
now consider position 0:
7 plus 3
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
2 plus 2
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 2:
9 plus 9
result is 18 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 8.
now consider position 3:
2 plus 7
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
6 plus 5
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 5:
5 plus 5
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
3 plus 8
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 5, 8, 0, 2, 1, 2, 1]and Final Answer is 12120850
</think>
So 3562927 plus 8557923 is **12120850**
| 12,120,850
|
calculate 3562927+8557923
|
<think>so we need to add 9062308 and 9222033
9062308 has 7 digits, and 9222033 has 7 digits, the digits of a1 from small side is [8, 0, 3, 2, 6, 0, 9], the digits of b1 from small side is [3, 3, 0, 2, 2, 2, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 0, 3, 2, 6, 0, 9] and [3, 3, 0, 2, 2, 2, 9]
now consider position 0:
8 plus 3
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
0 plus 3
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 2:
3 plus 0
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 3:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 4:
6 plus 2
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
0 plus 2
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 6:
9 plus 9
result is 18 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 8.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 4, 3, 4, 8, 2, 8, 1]and Final Answer is 18284341
</think>
So 9062308 plus 9222033 is **18284341**
| 18,284,341
|
calculate 9062308+9222033
|
<think>so we need to add 4518642 and 5127297
4518642 has 7 digits, and 5127297 has 7 digits, the digits of a1 from small side is [2, 4, 6, 8, 1, 5, 4], the digits of b1 from small side is [7, 9, 2, 7, 2, 1, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 4, 6, 8, 1, 5, 4] and [7, 9, 2, 7, 2, 1, 5]
now consider position 0:
2 plus 7
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 1:
4 plus 9
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 2:
6 plus 2
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
8 plus 7
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 4:
1 plus 2
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 5:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
4 plus 5
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
we got list of digits [9, 3, 9, 5, 4, 6, 9]and Final Answer is 9645939
</think>
So 4518642 plus 5127297 is **9645939**
| 9,645,939
|
calculate 4518642+5127297
|
<think>so we need to add 4437329 and 1682134
4437329 has 7 digits, and 1682134 has 7 digits, the digits of a1 from small side is [9, 2, 3, 7, 3, 4, 4], the digits of b1 from small side is [4, 3, 1, 2, 8, 6, 1],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 2, 3, 7, 3, 4, 4] and [4, 3, 1, 2, 8, 6, 1]
now consider position 0:
9 plus 4
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 1:
2 plus 3
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 2:
3 plus 1
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 3:
7 plus 2
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
3 plus 8
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
4 plus 6
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
4 plus 1
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
we got list of digits [3, 6, 4, 9, 1, 1, 6]and Final Answer is 6119463
</think>
So 4437329 plus 1682134 is **6119463**
| 6,119,463
|
calculate 4437329+1682134
|
<think>so we need to add 1774723 and 7790300
1774723 has 7 digits, and 7790300 has 7 digits, the digits of a1 from small side is [3, 2, 7, 4, 7, 7, 1], the digits of b1 from small side is [0, 0, 3, 0, 9, 7, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 2, 7, 4, 7, 7, 1] and [0, 0, 3, 0, 9, 7, 7]
now consider position 0:
3 plus 0
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 1:
2 plus 0
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 2:
7 plus 3
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 3:
4 plus 0
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 4:
7 plus 9
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 5:
7 plus 7
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 6:
1 plus 7
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
we got list of digits [3, 2, 0, 5, 6, 5, 9]and Final Answer is 9565023
</think>
So 1774723 plus 7790300 is **9565023**
| 9,565,023
|
calculate 1774723+7790300
|
<think>so we need to add 1163077 and 9443363
1163077 has 7 digits, and 9443363 has 7 digits, the digits of a1 from small side is [7, 7, 0, 3, 6, 1, 1], the digits of b1 from small side is [3, 6, 3, 3, 4, 4, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [7, 7, 0, 3, 6, 1, 1] and [3, 6, 3, 3, 4, 4, 9]
now consider position 0:
7 plus 3
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
7 plus 6
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 2:
0 plus 3
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 3:
3 plus 3
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 4:
6 plus 4
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
1 plus 4
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
1 plus 9
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 4, 4, 6, 0, 6, 0, 1]and Final Answer is 10606440
</think>
So 1163077 plus 9443363 is **10606440**
| 10,606,440
|
calculate 1163077+9443363
|
<think>so we need to add 9419601 and 6256452
9419601 has 7 digits, and 6256452 has 7 digits, the digits of a1 from small side is [1, 0, 6, 9, 1, 4, 9], the digits of b1 from small side is [2, 5, 4, 6, 5, 2, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 0, 6, 9, 1, 4, 9] and [2, 5, 4, 6, 5, 2, 6]
now consider position 0:
1 plus 2
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 1:
0 plus 5
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 2:
6 plus 4
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 3:
9 plus 6
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 4:
1 plus 5
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
4 plus 2
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
9 plus 6
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [3, 5, 0, 6, 7, 6, 5, 1]and Final Answer is 15676053
</think>
So 9419601 plus 6256452 is **15676053**
| 15,676,053
|
calculate 9419601+6256452
|
<think>so we need to add 3393508 and 4026422
3393508 has 7 digits, and 4026422 has 7 digits, the digits of a1 from small side is [8, 0, 5, 3, 9, 3, 3], the digits of b1 from small side is [2, 2, 4, 6, 2, 0, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 0, 5, 3, 9, 3, 3] and [2, 2, 4, 6, 2, 0, 4]
now consider position 0:
8 plus 2
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
0 plus 2
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 2:
5 plus 4
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
3 plus 6
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
9 plus 2
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
3 plus 0
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 6:
3 plus 4
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
we got list of digits [0, 3, 9, 9, 1, 4, 7]and Final Answer is 7419930
</think>
So 3393508 plus 4026422 is **7419930**
| 7,419,930
|
calculate 3393508+4026422
|
<think>so we need to add 1266679 and 5662135
1266679 has 7 digits, and 5662135 has 7 digits, the digits of a1 from small side is [9, 7, 6, 6, 6, 2, 1], the digits of b1 from small side is [5, 3, 1, 2, 6, 6, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 7, 6, 6, 6, 2, 1] and [5, 3, 1, 2, 6, 6, 5]
now consider position 0:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 1:
7 plus 3
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 2:
6 plus 1
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 3:
6 plus 2
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 4:
6 plus 6
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 5:
2 plus 6
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 6:
1 plus 5
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
we got list of digits [4, 1, 8, 8, 2, 9, 6]and Final Answer is 6928814
</think>
So 1266679 plus 5662135 is **6928814**
| 6,928,814
|
calculate 1266679+5662135
|
<think>so we need to add 9000332 and 2978922
9000332 has 7 digits, and 2978922 has 7 digits, the digits of a1 from small side is [2, 3, 3, 0, 0, 0, 9], the digits of b1 from small side is [2, 2, 9, 8, 7, 9, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 3, 3, 0, 0, 0, 9] and [2, 2, 9, 8, 7, 9, 2]
now consider position 0:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 1:
3 plus 2
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 2:
3 plus 9
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 3:
0 plus 8
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
0 plus 7
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
0 plus 9
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 6:
9 plus 2
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 5, 2, 9, 7, 9, 1, 1]and Final Answer is 11979254
</think>
So 9000332 plus 2978922 is **11979254**
| 11,979,254
|
calculate 9000332+2978922
|
<think>so we need to add 7614499 and 9736467
7614499 has 7 digits, and 9736467 has 7 digits, the digits of a1 from small side is [9, 9, 4, 4, 1, 6, 7], the digits of b1 from small side is [7, 6, 4, 6, 3, 7, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 9, 4, 4, 1, 6, 7] and [7, 6, 4, 6, 3, 7, 9]
now consider position 0:
9 plus 7
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 1:
9 plus 6
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 2:
4 plus 4
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
4 plus 6
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
1 plus 3
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 5:
6 plus 7
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 6:
7 plus 9
result is 16 and carry from last stage is 1.
with carry added, we got 17
since sum is greater than 10, carry to next stage is 1, we got 7.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 6, 9, 0, 5, 3, 7, 1]and Final Answer is 17350966
</think>
So 7614499 plus 9736467 is **17350966**
| 17,350,966
|
calculate 7614499+9736467
|
<think>so we need to add 285158 and 9825466
285158 has 6 digits, and 9825466 has 7 digits, the digits of a1 from small side is [8, 5, 1, 5, 8, 2], the digits of b1 from small side is [6, 6, 4, 5, 2, 8, 9],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [8, 5, 1, 5, 8, 2, 0], b1 has digits [6, 6, 4, 5, 2, 8, 9]lest's calculate digits by digits
the two numbers are [8, 5, 1, 5, 8, 2, 0] and [6, 6, 4, 5, 2, 8, 9]
now consider position 0:
8 plus 6
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 1:
5 plus 6
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 2:
1 plus 4
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 3:
5 plus 5
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
8 plus 2
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
2 plus 8
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
0 plus 9
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 2, 6, 0, 1, 1, 0, 1]and Final Answer is 10110624
</think>
So 285158 plus 9825466 is **10110624**
| 10,110,624
|
calculate 285158+9825466
|
<think>so we need to add 1223578 and 8281758
1223578 has 7 digits, and 8281758 has 7 digits, the digits of a1 from small side is [8, 7, 5, 3, 2, 2, 1], the digits of b1 from small side is [8, 5, 7, 1, 8, 2, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 7, 5, 3, 2, 2, 1] and [8, 5, 7, 1, 8, 2, 8]
now consider position 0:
8 plus 8
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 1:
7 plus 5
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 2:
5 plus 7
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
3 plus 1
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 4:
2 plus 8
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
2 plus 2
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 6:
1 plus 8
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
we got list of digits [6, 3, 3, 5, 0, 5, 9]and Final Answer is 9505336
</think>
So 1223578 plus 8281758 is **9505336**
| 9,505,336
|
calculate 1223578+8281758
|
<think>so we need to add 7877830 and 44727
7877830 has 7 digits, and 44727 has 5 digits, the digits of a1 from small side is [0, 3, 8, 7, 7, 8, 7], the digits of b1 from small side is [7, 2, 7, 4, 4],let's first align two number,
number1 has 7 digits, number2 has 5 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 2 time to b1's left side,now b1 has digits [7, 2, 7, 4, 4, 0, 0], a1 has digits [0, 3, 8, 7, 7, 8, 7]lest's calculate digits by digits
the two numbers are [0, 3, 8, 7, 7, 8, 7] and [7, 2, 7, 4, 4, 0, 0]
now consider position 0:
0 plus 7
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
3 plus 2
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 2:
8 plus 7
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 3:
7 plus 4
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 4:
7 plus 4
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 5:
8 plus 0
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 6:
7 plus 0
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
we got list of digits [7, 5, 5, 2, 2, 9, 7]and Final Answer is 7922557
</think>
So 7877830 plus 44727 is **7922557**
| 7,922,557
|
calculate 7877830+44727
|
<think>so we need to add 1580351 and 5495722
1580351 has 7 digits, and 5495722 has 7 digits, the digits of a1 from small side is [1, 5, 3, 0, 8, 5, 1], the digits of b1 from small side is [2, 2, 7, 5, 9, 4, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 5, 3, 0, 8, 5, 1] and [2, 2, 7, 5, 9, 4, 5]
now consider position 0:
1 plus 2
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 1:
5 plus 2
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
3 plus 7
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 3:
0 plus 5
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 4:
8 plus 9
result is 17 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 5:
5 plus 4
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 6:
1 plus 5
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
we got list of digits [3, 7, 0, 6, 7, 0, 7]and Final Answer is 7076073
</think>
So 1580351 plus 5495722 is **7076073**
| 7,076,073
|
calculate 1580351+5495722
|
<think>so we need to add 9588180 and 5764527
9588180 has 7 digits, and 5764527 has 7 digits, the digits of a1 from small side is [0, 8, 1, 8, 8, 5, 9], the digits of b1 from small side is [7, 2, 5, 4, 6, 7, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [0, 8, 1, 8, 8, 5, 9] and [7, 2, 5, 4, 6, 7, 5]
now consider position 0:
0 plus 7
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
8 plus 2
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 2:
1 plus 5
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 3:
8 plus 4
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 4:
8 plus 6
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 5:
5 plus 7
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 6:
9 plus 5
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 0, 7, 2, 5, 3, 5, 1]and Final Answer is 15352707
</think>
So 9588180 plus 5764527 is **15352707**
| 15,352,707
|
calculate 9588180+5764527
|
<think>so we need to add 5966885 and 7177926
5966885 has 7 digits, and 7177926 has 7 digits, the digits of a1 from small side is [5, 8, 8, 6, 6, 9, 5], the digits of b1 from small side is [6, 2, 9, 7, 7, 1, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [5, 8, 8, 6, 6, 9, 5] and [6, 2, 9, 7, 7, 1, 7]
now consider position 0:
5 plus 6
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
8 plus 2
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 2:
8 plus 9
result is 17 and carry from last stage is 1.
with carry added, we got 18
since sum is greater than 10, carry to next stage is 1, we got 8.
now consider position 3:
6 plus 7
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 4:
6 plus 7
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 5:
9 plus 1
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
5 plus 7
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 1, 8, 4, 4, 1, 3, 1]and Final Answer is 13144811
</think>
So 5966885 plus 7177926 is **13144811**
| 13,144,811
|
calculate 5966885+7177926
|
<think>so we need to add 7958199 and 4756738
7958199 has 7 digits, and 4756738 has 7 digits, the digits of a1 from small side is [9, 9, 1, 8, 5, 9, 7], the digits of b1 from small side is [8, 3, 7, 6, 5, 7, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 9, 1, 8, 5, 9, 7] and [8, 3, 7, 6, 5, 7, 4]
now consider position 0:
9 plus 8
result is 17 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 1:
9 plus 3
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 2:
1 plus 7
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
8 plus 6
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 4:
5 plus 5
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
9 plus 7
result is 16 and carry from last stage is 1.
with carry added, we got 17
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 6:
7 plus 4
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 3, 9, 4, 1, 7, 2, 1]and Final Answer is 12714937
</think>
So 7958199 plus 4756738 is **12714937**
| 12,714,937
|
calculate 7958199+4756738
|
<think>so we need to add 5883695 and 9048122
5883695 has 7 digits, and 9048122 has 7 digits, the digits of a1 from small side is [5, 9, 6, 3, 8, 8, 5], the digits of b1 from small side is [2, 2, 1, 8, 4, 0, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [5, 9, 6, 3, 8, 8, 5] and [2, 2, 1, 8, 4, 0, 9]
now consider position 0:
5 plus 2
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
9 plus 2
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 2:
6 plus 1
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 3:
3 plus 8
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 4:
8 plus 4
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 5:
8 plus 0
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 6:
5 plus 9
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 1, 8, 1, 3, 9, 4, 1]and Final Answer is 14931817
</think>
So 5883695 plus 9048122 is **14931817**
| 14,931,817
|
calculate 5883695+9048122
|
<think>so we need to add 5899093 and 7165421
5899093 has 7 digits, and 7165421 has 7 digits, the digits of a1 from small side is [3, 9, 0, 9, 9, 8, 5], the digits of b1 from small side is [1, 2, 4, 5, 6, 1, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 9, 0, 9, 9, 8, 5] and [1, 2, 4, 5, 6, 1, 7]
now consider position 0:
3 plus 1
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 1:
9 plus 2
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 2:
0 plus 4
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 3:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 4:
9 plus 6
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 5:
8 plus 1
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 6:
5 plus 7
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 1, 5, 4, 6, 0, 3, 1]and Final Answer is 13064514
</think>
So 5899093 plus 7165421 is **13064514**
| 13,064,514
|
calculate 5899093+7165421
|
<think>so we need to add 3000323 and 5108036
3000323 has 7 digits, and 5108036 has 7 digits, the digits of a1 from small side is [3, 2, 3, 0, 0, 0, 3], the digits of b1 from small side is [6, 3, 0, 8, 0, 1, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 2, 3, 0, 0, 0, 3] and [6, 3, 0, 8, 0, 1, 5]
now consider position 0:
3 plus 6
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 1:
2 plus 3
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 2:
3 plus 0
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 3:
0 plus 8
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 4:
0 plus 0
result is 0 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 0.
now consider position 5:
0 plus 1
result is 1 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 1.
now consider position 6:
3 plus 5
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
we got list of digits [9, 5, 3, 8, 0, 1, 8]and Final Answer is 8108359
</think>
So 3000323 plus 5108036 is **8108359**
| 8,108,359
|
calculate 3000323+5108036
|
<think>so we need to add 4190831 and 5126939
4190831 has 7 digits, and 5126939 has 7 digits, the digits of a1 from small side is [1, 3, 8, 0, 9, 1, 4], the digits of b1 from small side is [9, 3, 9, 6, 2, 1, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 3, 8, 0, 9, 1, 4] and [9, 3, 9, 6, 2, 1, 5]
now consider position 0:
1 plus 9
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
3 plus 3
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
8 plus 9
result is 17 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 3:
0 plus 6
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 4:
9 plus 2
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
1 plus 1
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 6:
4 plus 5
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
we got list of digits [0, 7, 7, 7, 1, 3, 9]and Final Answer is 9317770
</think>
So 4190831 plus 5126939 is **9317770**
| 9,317,770
|
calculate 4190831+5126939
|
<think>so we need to add 9899603 and 5505285
9899603 has 7 digits, and 5505285 has 7 digits, the digits of a1 from small side is [3, 0, 6, 9, 9, 8, 9], the digits of b1 from small side is [5, 8, 2, 5, 0, 5, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 0, 6, 9, 9, 8, 9] and [5, 8, 2, 5, 0, 5, 5]
now consider position 0:
3 plus 5
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 1:
0 plus 8
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 2:
6 plus 2
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 3:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 4:
9 plus 0
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
8 plus 5
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 6:
9 plus 5
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [8, 8, 8, 4, 0, 4, 5, 1]and Final Answer is 15404888
</think>
So 9899603 plus 5505285 is **15404888**
| 15,404,888
|
calculate 9899603+5505285
|
<think>so we need to add 3170885 and 9181836
3170885 has 7 digits, and 9181836 has 7 digits, the digits of a1 from small side is [5, 8, 8, 0, 7, 1, 3], the digits of b1 from small side is [6, 3, 8, 1, 8, 1, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [5, 8, 8, 0, 7, 1, 3] and [6, 3, 8, 1, 8, 1, 9]
now consider position 0:
5 plus 6
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
8 plus 3
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 2:
8 plus 8
result is 16 and carry from last stage is 1.
with carry added, we got 17
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 3:
0 plus 1
result is 1 and carry from last stage is 1.
with carry added, we got 2
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 4:
7 plus 8
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 5:
1 plus 1
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 6:
3 plus 9
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 2, 7, 2, 5, 3, 2, 1]and Final Answer is 12352721
</think>
So 3170885 plus 9181836 is **12352721**
| 12,352,721
|
calculate 3170885+9181836
|
<think>so we need to add 8679499 and 991657
8679499 has 7 digits, and 991657 has 6 digits, the digits of a1 from small side is [9, 9, 4, 9, 7, 6, 8], the digits of b1 from small side is [7, 5, 6, 1, 9, 9],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [7, 5, 6, 1, 9, 9, 0], a1 has digits [9, 9, 4, 9, 7, 6, 8]lest's calculate digits by digits
the two numbers are [9, 9, 4, 9, 7, 6, 8] and [7, 5, 6, 1, 9, 9, 0]
now consider position 0:
9 plus 7
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 1:
9 plus 5
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 2:
4 plus 6
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 3:
9 plus 1
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 4:
7 plus 9
result is 16 and carry from last stage is 1.
with carry added, we got 17
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 5:
6 plus 9
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 6:
8 plus 0
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
we got list of digits [6, 5, 1, 1, 7, 6, 9]and Final Answer is 9671156
</think>
So 8679499 plus 991657 is **9671156**
| 9,671,156
|
calculate 8679499+991657
|
<think>so we need to add 9468309 and 5512590
9468309 has 7 digits, and 5512590 has 7 digits, the digits of a1 from small side is [9, 0, 3, 8, 6, 4, 9], the digits of b1 from small side is [0, 9, 5, 2, 1, 5, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 0, 3, 8, 6, 4, 9] and [0, 9, 5, 2, 1, 5, 5]
now consider position 0:
9 plus 0
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 1:
0 plus 9
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
3 plus 5
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 3:
8 plus 2
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
6 plus 1
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
4 plus 5
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 6:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [9, 9, 8, 0, 8, 9, 4, 1]and Final Answer is 14980899
</think>
So 9468309 plus 5512590 is **14980899**
| 14,980,899
|
calculate 9468309+5512590
|
<think>so we need to add 263952 and 4455114
263952 has 6 digits, and 4455114 has 7 digits, the digits of a1 from small side is [2, 5, 9, 3, 6, 2], the digits of b1 from small side is [4, 1, 1, 5, 5, 4, 4],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [2, 5, 9, 3, 6, 2, 0], b1 has digits [4, 1, 1, 5, 5, 4, 4]lest's calculate digits by digits
the two numbers are [2, 5, 9, 3, 6, 2, 0] and [4, 1, 1, 5, 5, 4, 4]
now consider position 0:
2 plus 4
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 1:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 2:
9 plus 1
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 3:
3 plus 5
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
6 plus 5
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
2 plus 4
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 6:
0 plus 4
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
we got list of digits [6, 6, 0, 9, 1, 7, 4]and Final Answer is 4719066
</think>
So 263952 plus 4455114 is **4719066**
| 4,719,066
|
calculate 263952+4455114
|
<think>so we need to add 4142218 and 6176295
4142218 has 7 digits, and 6176295 has 7 digits, the digits of a1 from small side is [8, 1, 2, 2, 4, 1, 4], the digits of b1 from small side is [5, 9, 2, 6, 7, 1, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 1, 2, 2, 4, 1, 4] and [5, 9, 2, 6, 7, 1, 6]
now consider position 0:
8 plus 5
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 1:
1 plus 9
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 2:
2 plus 2
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 3:
2 plus 6
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 4:
4 plus 7
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
1 plus 1
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 6:
4 plus 6
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [3, 1, 5, 8, 1, 3, 0, 1]and Final Answer is 10318513
</think>
So 4142218 plus 6176295 is **10318513**
| 10,318,513
|
calculate 4142218+6176295
|
<think>so we need to add 5184114 and 1709194
5184114 has 7 digits, and 1709194 has 7 digits, the digits of a1 from small side is [4, 1, 1, 4, 8, 1, 5], the digits of b1 from small side is [4, 9, 1, 9, 0, 7, 1],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 1, 1, 4, 8, 1, 5] and [4, 9, 1, 9, 0, 7, 1]
now consider position 0:
4 plus 4
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 1:
1 plus 9
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 2:
1 plus 1
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 3:
4 plus 9
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 4:
8 plus 0
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 5:
1 plus 7
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
we got list of digits [8, 0, 3, 3, 9, 8, 6]and Final Answer is 6893308
</think>
So 5184114 plus 1709194 is **6893308**
| 6,893,308
|
calculate 5184114+1709194
|
<think>so we need to add 7038828 and 9344343
7038828 has 7 digits, and 9344343 has 7 digits, the digits of a1 from small side is [8, 2, 8, 8, 3, 0, 7], the digits of b1 from small side is [3, 4, 3, 4, 4, 3, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 2, 8, 8, 3, 0, 7] and [3, 4, 3, 4, 4, 3, 9]
now consider position 0:
8 plus 3
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
2 plus 4
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
8 plus 3
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 3:
8 plus 4
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 4:
3 plus 4
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
0 plus 3
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 6:
7 plus 9
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 7, 1, 3, 8, 3, 6, 1]and Final Answer is 16383171
</think>
So 7038828 plus 9344343 is **16383171**
| 16,383,171
|
calculate 7038828+9344343
|
<think>so we need to add 9042400 and 2268951
9042400 has 7 digits, and 2268951 has 7 digits, the digits of a1 from small side is [0, 0, 4, 2, 4, 0, 9], the digits of b1 from small side is [1, 5, 9, 8, 6, 2, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [0, 0, 4, 2, 4, 0, 9] and [1, 5, 9, 8, 6, 2, 2]
now consider position 0:
0 plus 1
result is 1 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 1.
now consider position 1:
0 plus 5
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 2:
4 plus 9
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
2 plus 8
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 4:
4 plus 6
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
0 plus 2
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 6:
9 plus 2
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 5, 3, 1, 1, 3, 1, 1]and Final Answer is 11311351
</think>
So 9042400 plus 2268951 is **11311351**
| 11,311,351
|
calculate 9042400+2268951
|
<think>so we need to add 7577929 and 5126979
7577929 has 7 digits, and 5126979 has 7 digits, the digits of a1 from small side is [9, 2, 9, 7, 7, 5, 7], the digits of b1 from small side is [9, 7, 9, 6, 2, 1, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 2, 9, 7, 7, 5, 7] and [9, 7, 9, 6, 2, 1, 5]
now consider position 0:
9 plus 9
result is 18 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 8.
now consider position 1:
2 plus 7
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 2:
9 plus 9
result is 18 and carry from last stage is 1.
with carry added, we got 19
since sum is greater than 10, carry to next stage is 1, we got 9.
now consider position 3:
7 plus 6
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 4:
7 plus 2
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
5 plus 1
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 6:
7 plus 5
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [8, 0, 9, 4, 0, 7, 2, 1]and Final Answer is 12704908
</think>
So 7577929 plus 5126979 is **12704908**
| 12,704,908
|
calculate 7577929+5126979
|
<think>so we need to add 5227714 and 9732647
5227714 has 7 digits, and 9732647 has 7 digits, the digits of a1 from small side is [4, 1, 7, 7, 2, 2, 5], the digits of b1 from small side is [7, 4, 6, 2, 3, 7, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 1, 7, 7, 2, 2, 5] and [7, 4, 6, 2, 3, 7, 9]
now consider position 0:
4 plus 7
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
1 plus 4
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 2:
7 plus 6
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
7 plus 2
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
2 plus 3
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 5:
2 plus 7
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 6:
5 plus 9
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 6, 3, 0, 6, 9, 4, 1]and Final Answer is 14960361
</think>
So 5227714 plus 9732647 is **14960361**
| 14,960,361
|
calculate 5227714+9732647
|
<think>so we need to add 919755 and 2767243
919755 has 6 digits, and 2767243 has 7 digits, the digits of a1 from small side is [5, 5, 7, 9, 1, 9], the digits of b1 from small side is [3, 4, 2, 7, 6, 7, 2],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [5, 5, 7, 9, 1, 9, 0], b1 has digits [3, 4, 2, 7, 6, 7, 2]lest's calculate digits by digits
the two numbers are [5, 5, 7, 9, 1, 9, 0] and [3, 4, 2, 7, 6, 7, 2]
now consider position 0:
5 plus 3
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 1:
5 plus 4
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
7 plus 2
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
9 plus 7
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 4:
1 plus 6
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
9 plus 7
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 6:
0 plus 2
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
we got list of digits [8, 9, 9, 6, 8, 6, 3]and Final Answer is 3686998
</think>
So 919755 plus 2767243 is **3686998**
| 3,686,998
|
calculate 919755+2767243
|
<think>so we need to add 6190385 and 662723
6190385 has 7 digits, and 662723 has 6 digits, the digits of a1 from small side is [5, 8, 3, 0, 9, 1, 6], the digits of b1 from small side is [3, 2, 7, 2, 6, 6],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [3, 2, 7, 2, 6, 6, 0], a1 has digits [5, 8, 3, 0, 9, 1, 6]lest's calculate digits by digits
the two numbers are [5, 8, 3, 0, 9, 1, 6] and [3, 2, 7, 2, 6, 6, 0]
now consider position 0:
5 plus 3
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 1:
8 plus 2
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 2:
3 plus 7
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 3:
0 plus 2
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 4:
9 plus 6
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 5:
1 plus 6
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
6 plus 0
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
we got list of digits [8, 0, 1, 3, 5, 8, 6]and Final Answer is 6853108
</think>
So 6190385 plus 662723 is **6853108**
| 6,853,108
|
calculate 6190385+662723
|
<think>so we need to add 9835018 and 1955281
9835018 has 7 digits, and 1955281 has 7 digits, the digits of a1 from small side is [8, 1, 0, 5, 3, 8, 9], the digits of b1 from small side is [1, 8, 2, 5, 5, 9, 1],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 1, 0, 5, 3, 8, 9] and [1, 8, 2, 5, 5, 9, 1]
now consider position 0:
8 plus 1
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 1:
1 plus 8
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
0 plus 2
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 3:
5 plus 5
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
3 plus 5
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 5:
8 plus 9
result is 17 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 6:
9 plus 1
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [9, 9, 2, 0, 9, 7, 1, 1]and Final Answer is 11790299
</think>
So 9835018 plus 1955281 is **11790299**
| 11,790,299
|
calculate 9835018+1955281
|
<think>so we need to add 3687901 and 621346
3687901 has 7 digits, and 621346 has 6 digits, the digits of a1 from small side is [1, 0, 9, 7, 8, 6, 3], the digits of b1 from small side is [6, 4, 3, 1, 2, 6],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [6, 4, 3, 1, 2, 6, 0], a1 has digits [1, 0, 9, 7, 8, 6, 3]lest's calculate digits by digits
the two numbers are [1, 0, 9, 7, 8, 6, 3] and [6, 4, 3, 1, 2, 6, 0]
now consider position 0:
1 plus 6
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
0 plus 4
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 2:
9 plus 3
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 3:
7 plus 1
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
8 plus 2
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
6 plus 6
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 6:
3 plus 0
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
we got list of digits [7, 4, 2, 9, 0, 3, 4]and Final Answer is 4309247
</think>
So 3687901 plus 621346 is **4309247**
| 4,309,247
|
calculate 3687901+621346
|
<think>so we need to add 6542644 and 6609257
6542644 has 7 digits, and 6609257 has 7 digits, the digits of a1 from small side is [4, 4, 6, 2, 4, 5, 6], the digits of b1 from small side is [7, 5, 2, 9, 0, 6, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 4, 6, 2, 4, 5, 6] and [7, 5, 2, 9, 0, 6, 6]
now consider position 0:
4 plus 7
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
4 plus 5
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 2:
6 plus 2
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
2 plus 9
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 4:
4 plus 0
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 5:
5 plus 6
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
6 plus 6
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 0, 9, 1, 5, 1, 3, 1]and Final Answer is 13151901
</think>
So 6542644 plus 6609257 is **13151901**
| 13,151,901
|
calculate 6542644+6609257
|
<think>so we need to add 3902453 and 291502
3902453 has 7 digits, and 291502 has 6 digits, the digits of a1 from small side is [3, 5, 4, 2, 0, 9, 3], the digits of b1 from small side is [2, 0, 5, 1, 9, 2],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [2, 0, 5, 1, 9, 2, 0], a1 has digits [3, 5, 4, 2, 0, 9, 3]lest's calculate digits by digits
the two numbers are [3, 5, 4, 2, 0, 9, 3] and [2, 0, 5, 1, 9, 2, 0]
now consider position 0:
3 plus 2
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 1:
5 plus 0
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 2:
4 plus 5
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
2 plus 1
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 4:
0 plus 9
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 5:
9 plus 2
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
3 plus 0
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
we got list of digits [5, 5, 9, 3, 9, 1, 4]and Final Answer is 4193955
</think>
So 3902453 plus 291502 is **4193955**
| 4,193,955
|
calculate 3902453+291502
|
<think>so we need to add 613365 and 9962696
613365 has 6 digits, and 9962696 has 7 digits, the digits of a1 from small side is [5, 6, 3, 3, 1, 6], the digits of b1 from small side is [6, 9, 6, 2, 6, 9, 9],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [5, 6, 3, 3, 1, 6, 0], b1 has digits [6, 9, 6, 2, 6, 9, 9]lest's calculate digits by digits
the two numbers are [5, 6, 3, 3, 1, 6, 0] and [6, 9, 6, 2, 6, 9, 9]
now consider position 0:
5 plus 6
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
6 plus 9
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 2:
3 plus 6
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 3:
3 plus 2
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 4:
1 plus 6
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
6 plus 9
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 6:
0 plus 9
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 6, 0, 6, 7, 5, 0, 1]and Final Answer is 10576061
</think>
So 613365 plus 9962696 is **10576061**
| 10,576,061
|
calculate 613365+9962696
|
<think>so we need to add 6481945 and 8328526
6481945 has 7 digits, and 8328526 has 7 digits, the digits of a1 from small side is [5, 4, 9, 1, 8, 4, 6], the digits of b1 from small side is [6, 2, 5, 8, 2, 3, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [5, 4, 9, 1, 8, 4, 6] and [6, 2, 5, 8, 2, 3, 8]
now consider position 0:
5 plus 6
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
4 plus 2
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 3:
1 plus 8
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
8 plus 2
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
4 plus 3
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
6 plus 8
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 7, 4, 0, 1, 8, 4, 1]and Final Answer is 14810471
</think>
So 6481945 plus 8328526 is **14810471**
| 14,810,471
|
calculate 6481945+8328526
|
<think>so we need to add 2356994 and 2447400
2356994 has 7 digits, and 2447400 has 7 digits, the digits of a1 from small side is [4, 9, 9, 6, 5, 3, 2], the digits of b1 from small side is [0, 0, 4, 7, 4, 4, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 9, 9, 6, 5, 3, 2] and [0, 0, 4, 7, 4, 4, 2]
now consider position 0:
4 plus 0
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 1:
9 plus 0
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
9 plus 4
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
6 plus 7
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 4:
5 plus 4
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
3 plus 4
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
we got list of digits [4, 9, 3, 4, 0, 8, 4]and Final Answer is 4804394
</think>
So 2356994 plus 2447400 is **4804394**
| 4,804,394
|
calculate 2356994+2447400
|
<think>so we need to add 7819936 and 2554761
7819936 has 7 digits, and 2554761 has 7 digits, the digits of a1 from small side is [6, 3, 9, 9, 1, 8, 7], the digits of b1 from small side is [1, 6, 7, 4, 5, 5, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [6, 3, 9, 9, 1, 8, 7] and [1, 6, 7, 4, 5, 5, 2]
now consider position 0:
6 plus 1
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
3 plus 6
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
9 plus 7
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 3:
9 plus 4
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 4:
1 plus 5
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
8 plus 5
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 6:
7 plus 2
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 9, 6, 4, 7, 3, 0, 1]and Final Answer is 10374697
</think>
So 7819936 plus 2554761 is **10374697**
| 10,374,697
|
calculate 7819936+2554761
|
<think>so we need to add 1177184 and 5414935
1177184 has 7 digits, and 5414935 has 7 digits, the digits of a1 from small side is [4, 8, 1, 7, 7, 1, 1], the digits of b1 from small side is [5, 3, 9, 4, 1, 4, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 8, 1, 7, 7, 1, 1] and [5, 3, 9, 4, 1, 4, 5]
now consider position 0:
4 plus 5
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 1:
8 plus 3
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 2:
1 plus 9
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 3:
7 plus 4
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 4:
7 plus 1
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 5:
1 plus 4
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 6:
1 plus 5
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
we got list of digits [9, 1, 1, 2, 9, 5, 6]and Final Answer is 6592119
</think>
So 1177184 plus 5414935 is **6592119**
| 6,592,119
|
calculate 1177184+5414935
|
<think>so we need to add 1154489 and 4070105
1154489 has 7 digits, and 4070105 has 7 digits, the digits of a1 from small side is [9, 8, 4, 4, 5, 1, 1], the digits of b1 from small side is [5, 0, 1, 0, 7, 0, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 8, 4, 4, 5, 1, 1] and [5, 0, 1, 0, 7, 0, 4]
now consider position 0:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 1:
8 plus 0
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
4 plus 1
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 3:
4 plus 0
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 4:
5 plus 7
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 5:
1 plus 0
result is 1 and carry from last stage is 1.
with carry added, we got 2
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 6:
1 plus 4
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
we got list of digits [4, 9, 5, 4, 2, 2, 5]and Final Answer is 5224594
</think>
So 1154489 plus 4070105 is **5224594**
| 5,224,594
|
calculate 1154489+4070105
|
<think>so we need to add 2548730 and 9639214
2548730 has 7 digits, and 9639214 has 7 digits, the digits of a1 from small side is [0, 3, 7, 8, 4, 5, 2], the digits of b1 from small side is [4, 1, 2, 9, 3, 6, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [0, 3, 7, 8, 4, 5, 2] and [4, 1, 2, 9, 3, 6, 9]
now consider position 0:
0 plus 4
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 1:
3 plus 1
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 2:
7 plus 2
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
8 plus 9
result is 17 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 4:
4 plus 3
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
5 plus 6
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
2 plus 9
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 4, 9, 7, 8, 1, 2, 1]and Final Answer is 12187944
</think>
So 2548730 plus 9639214 is **12187944**
| 12,187,944
|
calculate 2548730+9639214
|
<think>so we need to add 4194173 and 1548957
4194173 has 7 digits, and 1548957 has 7 digits, the digits of a1 from small side is [3, 7, 1, 4, 9, 1, 4], the digits of b1 from small side is [7, 5, 9, 8, 4, 5, 1],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 7, 1, 4, 9, 1, 4] and [7, 5, 9, 8, 4, 5, 1]
now consider position 0:
3 plus 7
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
7 plus 5
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 2:
1 plus 9
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 3:
4 plus 8
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 4:
9 plus 4
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 5:
1 plus 5
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 6:
4 plus 1
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
we got list of digits [0, 3, 1, 3, 4, 7, 5]and Final Answer is 5743130
</think>
So 4194173 plus 1548957 is **5743130**
| 5,743,130
|
calculate 4194173+1548957
|
<think>so we need to add 1304805 and 350722
1304805 has 7 digits, and 350722 has 6 digits, the digits of a1 from small side is [5, 0, 8, 4, 0, 3, 1], the digits of b1 from small side is [2, 2, 7, 0, 5, 3],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [2, 2, 7, 0, 5, 3, 0], a1 has digits [5, 0, 8, 4, 0, 3, 1]lest's calculate digits by digits
the two numbers are [5, 0, 8, 4, 0, 3, 1] and [2, 2, 7, 0, 5, 3, 0]
now consider position 0:
5 plus 2
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
0 plus 2
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 2:
8 plus 7
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 3:
4 plus 0
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 4:
0 plus 5
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 5:
3 plus 3
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
1 plus 0
result is 1 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 1.
we got list of digits [7, 2, 5, 5, 5, 6, 1]and Final Answer is 1655527
</think>
So 1304805 plus 350722 is **1655527**
| 1,655,527
|
calculate 1304805+350722
|
<think>so we need to add 4360779 and 4982889
4360779 has 7 digits, and 4982889 has 7 digits, the digits of a1 from small side is [9, 7, 7, 0, 6, 3, 4], the digits of b1 from small side is [9, 8, 8, 2, 8, 9, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 7, 7, 0, 6, 3, 4] and [9, 8, 8, 2, 8, 9, 4]
now consider position 0:
9 plus 9
result is 18 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 8.
now consider position 1:
7 plus 8
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 2:
7 plus 8
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 3:
0 plus 2
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 4:
6 plus 8
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 5:
3 plus 9
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 6:
4 plus 4
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
we got list of digits [8, 6, 6, 3, 4, 3, 9]and Final Answer is 9343668
</think>
So 4360779 plus 4982889 is **9343668**
| 9,343,668
|
calculate 4360779+4982889
|
<think>so we need to add 8490280 and 4653417
8490280 has 7 digits, and 4653417 has 7 digits, the digits of a1 from small side is [0, 8, 2, 0, 9, 4, 8], the digits of b1 from small side is [7, 1, 4, 3, 5, 6, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [0, 8, 2, 0, 9, 4, 8] and [7, 1, 4, 3, 5, 6, 4]
now consider position 0:
0 plus 7
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
8 plus 1
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
2 plus 4
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 3:
0 plus 3
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 4:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 5:
4 plus 6
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
8 plus 4
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 9, 6, 3, 4, 1, 3, 1]and Final Answer is 13143697
</think>
So 8490280 plus 4653417 is **13143697**
| 13,143,697
|
calculate 8490280+4653417
|
<think>so we need to add 1230029 and 1760023
1230029 has 7 digits, and 1760023 has 7 digits, the digits of a1 from small side is [9, 2, 0, 0, 3, 2, 1], the digits of b1 from small side is [3, 2, 0, 0, 6, 7, 1],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 2, 0, 0, 3, 2, 1] and [3, 2, 0, 0, 6, 7, 1]
now consider position 0:
9 plus 3
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 1:
2 plus 2
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 2:
0 plus 0
result is 0 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 0.
now consider position 3:
0 plus 0
result is 0 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 0.
now consider position 4:
3 plus 6
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 5:
2 plus 7
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 6:
1 plus 1
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
we got list of digits [2, 5, 0, 0, 9, 9, 2]and Final Answer is 2990052
</think>
So 1230029 plus 1760023 is **2990052**
| 2,990,052
|
calculate 1230029+1760023
|
<think>so we need to add 955562 and 8303182
955562 has 6 digits, and 8303182 has 7 digits, the digits of a1 from small side is [2, 6, 5, 5, 5, 9], the digits of b1 from small side is [2, 8, 1, 3, 0, 3, 8],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [2, 6, 5, 5, 5, 9, 0], b1 has digits [2, 8, 1, 3, 0, 3, 8]lest's calculate digits by digits
the two numbers are [2, 6, 5, 5, 5, 9, 0] and [2, 8, 1, 3, 0, 3, 8]
now consider position 0:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 1:
6 plus 8
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 2:
5 plus 1
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 3:
5 plus 3
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 4:
5 plus 0
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 5:
9 plus 3
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 6:
0 plus 8
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
we got list of digits [4, 4, 7, 8, 5, 2, 9]and Final Answer is 9258744
</think>
So 955562 plus 8303182 is **9258744**
| 9,258,744
|
calculate 955562+8303182
|
<think>so we need to add 7785115 and 8986137
7785115 has 7 digits, and 8986137 has 7 digits, the digits of a1 from small side is [5, 1, 1, 5, 8, 7, 7], the digits of b1 from small side is [7, 3, 1, 6, 8, 9, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [5, 1, 1, 5, 8, 7, 7] and [7, 3, 1, 6, 8, 9, 8]
now consider position 0:
5 plus 7
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 1:
1 plus 3
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 2:
1 plus 1
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 3:
5 plus 6
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 4:
8 plus 8
result is 16 and carry from last stage is 1.
with carry added, we got 17
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 5:
7 plus 9
result is 16 and carry from last stage is 1.
with carry added, we got 17
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 6:
7 plus 8
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [2, 5, 2, 1, 7, 7, 6, 1]and Final Answer is 16771252
</think>
So 7785115 plus 8986137 is **16771252**
| 16,771,252
|
calculate 7785115+8986137
|
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