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<think>so we need to add 5092804 and 3176716
5092804 has 7 digits, and 3176716 has 7 digits, the digits of a1 from small side is [4, 0, 8, 2, 9, 0, 5], the digits of b1 from small side is [6, 1, 7, 6, 7, 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 [4, 0, 8, 2, 9, 0, 5] and [6, 1, 7, 6, 7, 1, 3]
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:
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 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:
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 4:
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 5:
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 6:
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.
we got list of digits [0, 2, 5, 9, 6, 2, 8]and Final Answer is 8269520
</think>
So 5092804 plus 3176716 is **8269520**
| 8,269,520
|
calculate 5092804+3176716
|
<think>so we need to add 171015 and 7294203
171015 has 6 digits, and 7294203 has 7 digits, the digits of a1 from small side is [5, 1, 0, 1, 7, 1], the digits of b1 from small side is [3, 0, 2, 4, 9, 2, 7],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, 1, 0, 1, 7, 1, 0], b1 has digits [3, 0, 2, 4, 9, 2, 7]lest's calculate digits by digits
the two numbers are [5, 1, 0, 1, 7, 1, 0] and [3, 0, 2, 4, 9, 2, 7]
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:
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 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:
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 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:
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 6:
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.
we got list of digits [8, 1, 2, 5, 6, 4, 7]and Final Answer is 7465218
</think>
So 171015 plus 7294203 is **7465218**
| 7,465,218
|
calculate 171015+7294203
|
<think>so we need to add 671045 and 3961621
671045 has 6 digits, and 3961621 has 7 digits, the digits of a1 from small side is [5, 4, 0, 1, 7, 6], the digits of b1 from small side is [1, 2, 6, 1, 6, 9, 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 [5, 4, 0, 1, 7, 6, 0], b1 has digits [1, 2, 6, 1, 6, 9, 3]lest's calculate digits by digits
the two numbers are [5, 4, 0, 1, 7, 6, 0] and [1, 2, 6, 1, 6, 9, 3]
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:
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 2:
0 plus 6
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:
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:
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 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:
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.
we got list of digits [6, 6, 6, 2, 3, 6, 4]and Final Answer is 4632666
</think>
So 671045 plus 3961621 is **4632666**
| 4,632,666
|
calculate 671045+3961621
|
<think>so we need to add 6255595 and 1743562
6255595 has 7 digits, and 1743562 has 7 digits, the digits of a1 from small side is [5, 9, 5, 5, 5, 2, 6], the digits of b1 from small side is [2, 6, 5, 3, 4, 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 [5, 9, 5, 5, 5, 2, 6] and [2, 6, 5, 3, 4, 7, 1]
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 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 2:
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 3:
5 plus 3
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:
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 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:
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.
we got list of digits [7, 5, 1, 9, 9, 9, 7]and Final Answer is 7999157
</think>
So 6255595 plus 1743562 is **7999157**
| 7,999,157
|
calculate 6255595+1743562
|
<think>so we need to add 3947038 and 2535938
3947038 has 7 digits, and 2535938 has 7 digits, the digits of a1 from small side is [8, 3, 0, 7, 4, 9, 3], the digits of b1 from small side is [8, 3, 9, 5, 3, 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 [8, 3, 0, 7, 4, 9, 3] and [8, 3, 9, 5, 3, 5, 2]
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:
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:
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 3:
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 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:
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 6:
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.
we got list of digits [6, 7, 9, 2, 8, 4, 6]and Final Answer is 6482976
</think>
So 3947038 plus 2535938 is **6482976**
| 6,482,976
|
calculate 3947038+2535938
|
<think>so we need to add 9927873 and 901920
9927873 has 7 digits, and 901920 has 6 digits, the digits of a1 from small side is [3, 7, 8, 7, 2, 9, 9], the digits of b1 from small side is [0, 2, 9, 1, 0, 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 [0, 2, 9, 1, 0, 9, 0], a1 has digits [3, 7, 8, 7, 2, 9, 9]lest's calculate digits by digits
the two numbers are [3, 7, 8, 7, 2, 9, 9] and [0, 2, 9, 1, 0, 9, 0]
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:
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 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:
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:
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 5:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [3, 9, 7, 9, 2, 8, 0, 1]and Final Answer is 10829793
</think>
So 9927873 plus 901920 is **10829793**
| 10,829,793
|
calculate 9927873+901920
|
<think>so we need to add 9638836 and 8598630
9638836 has 7 digits, and 8598630 has 7 digits, the digits of a1 from small side is [6, 3, 8, 8, 3, 6, 9], the digits of b1 from small side is [0, 3, 6, 8, 9, 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 [6, 3, 8, 8, 3, 6, 9] and [0, 3, 6, 8, 9, 5, 8]
now consider position 0:
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 1:
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 2:
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 3:
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 4:
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 5:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 6, 4, 7, 3, 2, 8, 1]and Final Answer is 18237466
</think>
So 9638836 plus 8598630 is **18237466**
| 18,237,466
|
calculate 9638836+8598630
|
<think>so we need to add 2510044 and 3503059
2510044 has 7 digits, and 3503059 has 7 digits, the digits of a1 from small side is [4, 4, 0, 0, 1, 5, 2], the digits of b1 from small side is [9, 5, 0, 3, 0, 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 [4, 4, 0, 0, 1, 5, 2] and [9, 5, 0, 3, 0, 5, 3]
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:
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:
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 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:
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 5:
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 6:
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.
we got list of digits [3, 0, 1, 3, 1, 0, 6]and Final Answer is 6013103
</think>
So 2510044 plus 3503059 is **6013103**
| 6,013,103
|
calculate 2510044+3503059
|
<think>so we need to add 334896 and 7326632
334896 has 6 digits, and 7326632 has 7 digits, the digits of a1 from small side is [6, 9, 8, 4, 3, 3], the digits of b1 from small side is [2, 3, 6, 6, 2, 3, 7],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 [6, 9, 8, 4, 3, 3, 0], b1 has digits [2, 3, 6, 6, 2, 3, 7]lest's calculate digits by digits
the two numbers are [6, 9, 8, 4, 3, 3, 0] and [2, 3, 6, 6, 2, 3, 7]
now consider position 0:
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 1:
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 2:
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 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:
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:
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:
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.
we got list of digits [8, 2, 5, 1, 6, 6, 7]and Final Answer is 7661528
</think>
So 334896 plus 7326632 is **7661528**
| 7,661,528
|
calculate 334896+7326632
|
<think>so we need to add 2854106 and 5101758
2854106 has 7 digits, and 5101758 has 7 digits, the digits of a1 from small side is [6, 0, 1, 4, 5, 8, 2], the digits of b1 from small side is [8, 5, 7, 1, 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 [6, 0, 1, 4, 5, 8, 2] and [8, 5, 7, 1, 0, 1, 5]
now consider position 0:
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 1:
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 2:
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 3:
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 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:
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 6:
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.
we got list of digits [4, 6, 8, 5, 5, 9, 7]and Final Answer is 7955864
</think>
So 2854106 plus 5101758 is **7955864**
| 7,955,864
|
calculate 2854106+5101758
|
<think>so we need to add 12596 and 6818958
12596 has 5 digits, and 6818958 has 7 digits, the digits of a1 from small side is [6, 9, 5, 2, 1], the digits of b1 from small side is [8, 5, 9, 8, 1, 8, 6],let's first align two number,
number1 has 5 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 2 time to a1's left side,now a1 has digits [6, 9, 5, 2, 1, 0, 0], b1 has digits [8, 5, 9, 8, 1, 8, 6]lest's calculate digits by digits
the two numbers are [6, 9, 5, 2, 1, 0, 0] and [8, 5, 9, 8, 1, 8, 6]
now consider position 0:
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 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:
5 plus 9
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:
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:
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 5:
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 6:
0 plus 6
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, 5, 5, 1, 3, 8, 6]and Final Answer is 6831554
</think>
So 12596 plus 6818958 is **6831554**
| 6,831,554
|
calculate 12596+6818958
|
<think>so we need to add 5950557 and 8548726
5950557 has 7 digits, and 8548726 has 7 digits, the digits of a1 from small side is [7, 5, 5, 0, 5, 9, 5], the digits of b1 from small side is [6, 2, 7, 8, 4, 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, 5, 5, 0, 5, 9, 5] and [6, 2, 7, 8, 4, 5, 8]
now consider position 0:
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 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:
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 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:
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 5:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [3, 8, 2, 9, 9, 4, 4, 1]and Final Answer is 14499283
</think>
So 5950557 plus 8548726 is **14499283**
| 14,499,283
|
calculate 5950557+8548726
|
<think>so we need to add 875095 and 4773020
875095 has 6 digits, and 4773020 has 7 digits, the digits of a1 from small side is [5, 9, 0, 5, 7, 8], the digits of b1 from small side is [0, 2, 0, 3, 7, 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 [5, 9, 0, 5, 7, 8, 0], b1 has digits [0, 2, 0, 3, 7, 7, 4]lest's calculate digits by digits
the two numbers are [5, 9, 0, 5, 7, 8, 0] and [0, 2, 0, 3, 7, 7, 4]
now consider position 0:
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 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 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 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:
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:
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 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 [5, 1, 1, 8, 4, 6, 5]and Final Answer is 5648115
</think>
So 875095 plus 4773020 is **5648115**
| 5,648,115
|
calculate 875095+4773020
|
<think>so we need to add 5283994 and 7530265
5283994 has 7 digits, and 7530265 has 7 digits, the digits of a1 from small side is [4, 9, 9, 3, 8, 2, 5], the digits of b1 from small side is [5, 6, 2, 0, 3, 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 [4, 9, 9, 3, 8, 2, 5] and [5, 6, 2, 0, 3, 5, 7]
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:
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 2:
9 plus 2
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:
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 4:
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 5:
2 plus 5
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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [9, 5, 2, 4, 1, 8, 2, 1]and Final Answer is 12814259
</think>
So 5283994 plus 7530265 is **12814259**
| 12,814,259
|
calculate 5283994+7530265
|
<think>so we need to add 9903547 and 4648258
9903547 has 7 digits, and 4648258 has 7 digits, the digits of a1 from small side is [7, 4, 5, 3, 0, 9, 9], the digits of b1 from small side is [8, 5, 2, 8, 4, 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, 4, 5, 3, 0, 9, 9] and [8, 5, 2, 8, 4, 6, 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:
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:
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 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:
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 5:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [5, 0, 8, 1, 5, 5, 4, 1]and Final Answer is 14551805
</think>
So 9903547 plus 4648258 is **14551805**
| 14,551,805
|
calculate 9903547+4648258
|
<think>so we need to add 7977330 and 4715706
7977330 has 7 digits, and 4715706 has 7 digits, the digits of a1 from small side is [0, 3, 3, 7, 7, 9, 7], the digits of b1 from small side is [6, 0, 7, 5, 1, 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 [0, 3, 3, 7, 7, 9, 7] and [6, 0, 7, 5, 1, 7, 4]
now consider position 0:
0 plus 6
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:
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 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:
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 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:
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:
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 [6, 3, 0, 3, 9, 6, 2, 1]and Final Answer is 12693036
</think>
So 7977330 plus 4715706 is **12693036**
| 12,693,036
|
calculate 7977330+4715706
|
<think>so we need to add 8866119 and 4461844
8866119 has 7 digits, and 4461844 has 7 digits, the digits of a1 from small side is [9, 1, 1, 6, 6, 8, 8], the digits of b1 from small side is [4, 4, 8, 1, 6, 4, 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, 1, 1, 6, 6, 8, 8] and [4, 4, 8, 1, 6, 4, 4]
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:
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:
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 3:
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 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:
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:
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 [3, 6, 9, 7, 2, 3, 3, 1]and Final Answer is 13327963
</think>
So 8866119 plus 4461844 is **13327963**
| 13,327,963
|
calculate 8866119+4461844
|
<think>so we need to add 823093 and 8305427
823093 has 6 digits, and 8305427 has 7 digits, the digits of a1 from small side is [3, 9, 0, 3, 2, 8], the digits of b1 from small side is [7, 2, 4, 5, 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 [3, 9, 0, 3, 2, 8, 0], b1 has digits [7, 2, 4, 5, 0, 3, 8]lest's calculate digits by digits
the two numbers are [3, 9, 0, 3, 2, 8, 0] and [7, 2, 4, 5, 0, 3, 8]
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:
9 plus 2
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:
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:
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 4:
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 5:
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 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 [0, 2, 5, 8, 2, 1, 9]and Final Answer is 9128520
</think>
So 823093 plus 8305427 is **9128520**
| 9,128,520
|
calculate 823093+8305427
|
<think>so we need to add 5617541 and 508136
5617541 has 7 digits, and 508136 has 6 digits, the digits of a1 from small side is [1, 4, 5, 7, 1, 6, 5], the digits of b1 from small side is [6, 3, 1, 8, 0, 5],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, 3, 1, 8, 0, 5, 0], a1 has digits [1, 4, 5, 7, 1, 6, 5]lest's calculate digits by digits
the two numbers are [1, 4, 5, 7, 1, 6, 5] and [6, 3, 1, 8, 0, 5, 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:
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 2:
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 3:
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 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:
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:
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.
we got list of digits [7, 7, 6, 5, 2, 1, 6]and Final Answer is 6125677
</think>
So 5617541 plus 508136 is **6125677**
| 6,125,677
|
calculate 5617541+508136
|
<think>so we need to add 9680600 and 3649400
9680600 has 7 digits, and 3649400 has 7 digits, the digits of a1 from small side is [0, 0, 6, 0, 8, 6, 9], the digits of b1 from small side is [0, 0, 4, 9, 4, 6, 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 [0, 0, 6, 0, 8, 6, 9] and [0, 0, 4, 9, 4, 6, 3]
now consider position 0:
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 1:
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 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:
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 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:
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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 0, 0, 0, 3, 3, 3, 1]and Final Answer is 13330000
</think>
So 9680600 plus 3649400 is **13330000**
| 13,330,000
|
calculate 9680600+3649400
|
<think>so we need to add 8955314 and 1207579
8955314 has 7 digits, and 1207579 has 7 digits, the digits of a1 from small side is [4, 1, 3, 5, 5, 9, 8], the digits of b1 from small side is [9, 7, 5, 7, 0, 2, 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, 3, 5, 5, 9, 8] and [9, 7, 5, 7, 0, 2, 1]
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:
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 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:
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 4:
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 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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [3, 9, 8, 2, 6, 1, 0, 1]and Final Answer is 10162893
</think>
So 8955314 plus 1207579 is **10162893**
| 10,162,893
|
calculate 8955314+1207579
|
<think>so we need to add 6563253 and 5695579
6563253 has 7 digits, and 5695579 has 7 digits, the digits of a1 from small side is [3, 5, 2, 3, 6, 5, 6], the digits of b1 from small side is [9, 7, 5, 5, 9, 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 [3, 5, 2, 3, 6, 5, 6] and [9, 7, 5, 5, 9, 6, 5]
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:
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 2:
2 plus 5
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 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 4:
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 5:
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 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 [2, 3, 8, 8, 5, 2, 2, 1]and Final Answer is 12258832
</think>
So 6563253 plus 5695579 is **12258832**
| 12,258,832
|
calculate 6563253+5695579
|
<think>so we need to add 7566848 and 2122403
7566848 has 7 digits, and 2122403 has 7 digits, the digits of a1 from small side is [8, 4, 8, 6, 6, 5, 7], the digits of b1 from small side is [3, 0, 4, 2, 2, 1, 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, 4, 8, 6, 6, 5, 7] and [3, 0, 4, 2, 2, 1, 2]
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:
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 2:
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 3:
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 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:
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:
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.
we got list of digits [1, 5, 2, 9, 8, 6, 9]and Final Answer is 9689251
</think>
So 7566848 plus 2122403 is **9689251**
| 9,689,251
|
calculate 7566848+2122403
|
<think>so we need to add 3140232 and 1612215
3140232 has 7 digits, and 1612215 has 7 digits, the digits of a1 from small side is [2, 3, 2, 0, 4, 1, 3], the digits of b1 from small side is [5, 1, 2, 2, 1, 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 [2, 3, 2, 0, 4, 1, 3] and [5, 1, 2, 2, 1, 6, 1]
now consider position 0:
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 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:
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:
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:
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 5:
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 6:
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.
we got list of digits [7, 4, 4, 2, 5, 7, 4]and Final Answer is 4752447
</think>
So 3140232 plus 1612215 is **4752447**
| 4,752,447
|
calculate 3140232+1612215
|
<think>so we need to add 3732114 and 8312991
3732114 has 7 digits, and 8312991 has 7 digits, the digits of a1 from small side is [4, 1, 1, 2, 3, 7, 3], the digits of b1 from small side is [1, 9, 9, 2, 1, 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 [4, 1, 1, 2, 3, 7, 3] and [1, 9, 9, 2, 1, 3, 8]
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:
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 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 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:
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 5:
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 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 [5, 0, 1, 5, 4, 0, 2, 1]and Final Answer is 12045105
</think>
So 3732114 plus 8312991 is **12045105**
| 12,045,105
|
calculate 3732114+8312991
|
<think>so we need to add 7051290 and 24277
7051290 has 7 digits, and 24277 has 5 digits, the digits of a1 from small side is [0, 9, 2, 1, 5, 0, 7], the digits of b1 from small side is [7, 7, 2, 4, 2],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, 7, 2, 4, 2, 0, 0], a1 has digits [0, 9, 2, 1, 5, 0, 7]lest's calculate digits by digits
the two numbers are [0, 9, 2, 1, 5, 0, 7] and [7, 7, 2, 4, 2, 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:
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 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:
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 4:
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 5:
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 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, 6, 5, 5, 7, 0, 7]and Final Answer is 7075567
</think>
So 7051290 plus 24277 is **7075567**
| 7,075,567
|
calculate 7051290+24277
|
<think>so we need to add 9749727 and 2620650
9749727 has 7 digits, and 2620650 has 7 digits, the digits of a1 from small side is [7, 2, 7, 9, 4, 7, 9], the digits of b1 from small side is [0, 5, 6, 0, 2, 6, 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 [7, 2, 7, 9, 4, 7, 9] and [0, 5, 6, 0, 2, 6, 2]
now consider position 0:
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 1:
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 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:
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 4:
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 5:
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 6:
9 plus 2
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, 7, 3, 0, 7, 3, 2, 1]and Final Answer is 12370377
</think>
So 9749727 plus 2620650 is **12370377**
| 12,370,377
|
calculate 9749727+2620650
|
<think>so we need to add 6717241 and 8779788
6717241 has 7 digits, and 8779788 has 7 digits, the digits of a1 from small side is [1, 4, 2, 7, 1, 7, 6], the digits of b1 from small side is [8, 8, 7, 9, 7, 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 [1, 4, 2, 7, 1, 7, 6] and [8, 8, 7, 9, 7, 7, 8]
now consider position 0:
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 1:
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 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:
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 4:
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 5:
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 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 [9, 2, 0, 7, 9, 4, 5, 1]and Final Answer is 15497029
</think>
So 6717241 plus 8779788 is **15497029**
| 15,497,029
|
calculate 6717241+8779788
|
<think>so we need to add 7305187 and 2893035
7305187 has 7 digits, and 2893035 has 7 digits, the digits of a1 from small side is [7, 8, 1, 5, 0, 3, 7], the digits of b1 from small side is [5, 3, 0, 3, 9, 8, 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 [7, 8, 1, 5, 0, 3, 7] and [5, 3, 0, 3, 9, 8, 2]
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:
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:
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 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:
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:
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 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 [2, 2, 2, 8, 9, 1, 0, 1]and Final Answer is 10198222
</think>
So 7305187 plus 2893035 is **10198222**
| 10,198,222
|
calculate 7305187+2893035
|
<think>so we need to add 5205548 and 995485
5205548 has 7 digits, and 995485 has 6 digits, the digits of a1 from small side is [8, 4, 5, 5, 0, 2, 5], the digits of b1 from small side is [5, 8, 4, 5, 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 [5, 8, 4, 5, 9, 9, 0], a1 has digits [8, 4, 5, 5, 0, 2, 5]lest's calculate digits by digits
the two numbers are [8, 4, 5, 5, 0, 2, 5] and [5, 8, 4, 5, 9, 9, 0]
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:
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:
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 3:
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 4:
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 5:
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 6:
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.
we got list of digits [3, 3, 0, 1, 0, 2, 6]and Final Answer is 6201033
</think>
So 5205548 plus 995485 is **6201033**
| 6,201,033
|
calculate 5205548+995485
|
<think>so we need to add 4503423 and 3654818
4503423 has 7 digits, and 3654818 has 7 digits, the digits of a1 from small side is [3, 2, 4, 3, 0, 5, 4], the digits of b1 from small side is [8, 1, 8, 4, 5, 6, 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, 2, 4, 3, 0, 5, 4] and [8, 1, 8, 4, 5, 6, 3]
now consider position 0:
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 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:
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 3:
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 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:
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:
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.
we got list of digits [1, 4, 2, 8, 5, 1, 8]and Final Answer is 8158241
</think>
So 4503423 plus 3654818 is **8158241**
| 8,158,241
|
calculate 4503423+3654818
|
<think>so we need to add 4068800 and 767044
4068800 has 7 digits, and 767044 has 6 digits, the digits of a1 from small side is [0, 0, 8, 8, 6, 0, 4], the digits of b1 from small side is [4, 4, 0, 7, 6, 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 [4, 4, 0, 7, 6, 7, 0], a1 has digits [0, 0, 8, 8, 6, 0, 4]lest's calculate digits by digits
the two numbers are [0, 0, 8, 8, 6, 0, 4] and [4, 4, 0, 7, 6, 7, 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:
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:
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 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:
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 5:
0 plus 7
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:
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 [4, 4, 8, 5, 3, 8, 4]and Final Answer is 4835844
</think>
So 4068800 plus 767044 is **4835844**
| 4,835,844
|
calculate 4068800+767044
|
<think>so we need to add 2109775 and 3520149
2109775 has 7 digits, and 3520149 has 7 digits, the digits of a1 from small side is [5, 7, 7, 9, 0, 1, 2], the digits of b1 from small side is [9, 4, 1, 0, 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 [5, 7, 7, 9, 0, 1, 2] and [9, 4, 1, 0, 2, 5, 3]
now consider position 0:
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.
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:
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:
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 4:
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 5:
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.
now consider position 6:
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.
we got list of digits [4, 2, 9, 9, 2, 6, 5]and Final Answer is 5629924
</think>
So 2109775 plus 3520149 is **5629924**
| 5,629,924
|
calculate 2109775+3520149
|
<think>so we need to add 174961 and 662287
174961 has 6 digits, and 662287 has 6 digits, the digits of a1 from small side is [1, 6, 9, 4, 7, 1], the digits of b1 from small side is [7, 8, 2, 2, 6, 6],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 [1, 6, 9, 4, 7, 1] and [7, 8, 2, 2, 6, 6]
now consider position 0:
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 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:
9 plus 2
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 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 4:
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 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.
we got list of digits [8, 4, 2, 7, 3, 8]and Final Answer is 837248
</think>
So 174961 plus 662287 is **837248**
| 837,248
|
calculate 174961+662287
|
<think>so we need to add 2069549 and 5287591
2069549 has 7 digits, and 5287591 has 7 digits, the digits of a1 from small side is [9, 4, 5, 9, 6, 0, 2], the digits of b1 from small side is [1, 9, 5, 7, 8, 2, 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, 4, 5, 9, 6, 0, 2] and [1, 9, 5, 7, 8, 2, 5]
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:
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 2:
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 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:
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 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:
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.
we got list of digits [0, 4, 1, 7, 5, 3, 7]and Final Answer is 7357140
</think>
So 2069549 plus 5287591 is **7357140**
| 7,357,140
|
calculate 2069549+5287591
|
<think>so we need to add 6116427 and 6673470
6116427 has 7 digits, and 6673470 has 7 digits, the digits of a1 from small side is [7, 2, 4, 6, 1, 1, 6], the digits of b1 from small side is [0, 7, 4, 3, 7, 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 [7, 2, 4, 6, 1, 1, 6] and [0, 7, 4, 3, 7, 6, 6]
now consider position 0:
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 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:
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 3:
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 4:
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 5:
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 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 [7, 9, 8, 9, 8, 7, 2, 1]and Final Answer is 12789897
</think>
So 6116427 plus 6673470 is **12789897**
| 12,789,897
|
calculate 6116427+6673470
|
<think>so we need to add 2163622 and 1191627
2163622 has 7 digits, and 1191627 has 7 digits, the digits of a1 from small side is [2, 2, 6, 3, 6, 1, 2], the digits of b1 from small side is [7, 2, 6, 1, 9, 1, 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 [2, 2, 6, 3, 6, 1, 2] and [7, 2, 6, 1, 9, 1, 1]
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:
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 2:
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 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:
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 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:
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.
we got list of digits [9, 4, 2, 5, 5, 3, 3]and Final Answer is 3355249
</think>
So 2163622 plus 1191627 is **3355249**
| 3,355,249
|
calculate 2163622+1191627
|
<think>so we need to add 7022033 and 3616478
7022033 has 7 digits, and 3616478 has 7 digits, the digits of a1 from small side is [3, 3, 0, 2, 2, 0, 7], the digits of b1 from small side is [8, 7, 4, 6, 1, 6, 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, 0, 2, 2, 0, 7] and [8, 7, 4, 6, 1, 6, 3]
now consider position 0:
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 1:
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 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:
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:
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:
0 plus 6
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:
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 [1, 1, 5, 8, 3, 6, 0, 1]and Final Answer is 10638511
</think>
So 7022033 plus 3616478 is **10638511**
| 10,638,511
|
calculate 7022033+3616478
|
<think>so we need to add 3802996 and 259931
3802996 has 7 digits, and 259931 has 6 digits, the digits of a1 from small side is [6, 9, 9, 2, 0, 8, 3], the digits of b1 from small side is [1, 3, 9, 9, 5, 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 [1, 3, 9, 9, 5, 2, 0], a1 has digits [6, 9, 9, 2, 0, 8, 3]lest's calculate digits by digits
the two numbers are [6, 9, 9, 2, 0, 8, 3] and [1, 3, 9, 9, 5, 2, 0]
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:
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 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:
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 4:
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 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.
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, 2, 9, 2, 6, 0, 4]and Final Answer is 4062927
</think>
So 3802996 plus 259931 is **4062927**
| 4,062,927
|
calculate 3802996+259931
|
<think>so we need to add 6039655 and 1330093
6039655 has 7 digits, and 1330093 has 7 digits, the digits of a1 from small side is [5, 5, 6, 9, 3, 0, 6], the digits of b1 from small side is [3, 9, 0, 0, 3, 3, 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 [5, 5, 6, 9, 3, 0, 6] and [3, 9, 0, 0, 3, 3, 1]
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 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.
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:
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 4:
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 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:
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.
we got list of digits [8, 4, 7, 9, 6, 3, 7]and Final Answer is 7369748
</think>
So 6039655 plus 1330093 is **7369748**
| 7,369,748
|
calculate 6039655+1330093
|
<think>so we need to add 3657179 and 8013493
3657179 has 7 digits, and 8013493 has 7 digits, the digits of a1 from small side is [9, 7, 1, 7, 5, 6, 3], the digits of b1 from small side is [3, 9, 4, 3, 1, 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 [9, 7, 1, 7, 5, 6, 3] and [3, 9, 4, 3, 1, 0, 8]
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:
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 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:
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 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 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:
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 [2, 7, 6, 0, 7, 6, 1, 1]and Final Answer is 11670672
</think>
So 3657179 plus 8013493 is **11670672**
| 11,670,672
|
calculate 3657179+8013493
|
<think>so we need to add 5064838 and 4631499
5064838 has 7 digits, and 4631499 has 7 digits, the digits of a1 from small side is [8, 3, 8, 4, 6, 0, 5], the digits of b1 from small side is [9, 9, 4, 1, 3, 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 [8, 3, 8, 4, 6, 0, 5] and [9, 9, 4, 1, 3, 6, 4]
now consider position 0:
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 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:
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:
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:
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 5:
0 plus 6
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:
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.
we got list of digits [7, 3, 3, 6, 9, 6, 9]and Final Answer is 9696337
</think>
So 5064838 plus 4631499 is **9696337**
| 9,696,337
|
calculate 5064838+4631499
|
<think>so we need to add 3384130 and 2735918
3384130 has 7 digits, and 2735918 has 7 digits, the digits of a1 from small side is [0, 3, 1, 4, 8, 3, 3], the digits of b1 from small side is [8, 1, 9, 5, 3, 7, 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, 3, 1, 4, 8, 3, 3] and [8, 1, 9, 5, 3, 7, 2]
now consider position 0:
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 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:
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 3:
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 4:
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 5:
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 6:
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.
we got list of digits [8, 4, 0, 0, 2, 1, 6]and Final Answer is 6120048
</think>
So 3384130 plus 2735918 is **6120048**
| 6,120,048
|
calculate 3384130+2735918
|
<think>so we need to add 4235616 and 2881658
4235616 has 7 digits, and 2881658 has 7 digits, the digits of a1 from small side is [6, 1, 6, 5, 3, 2, 4], the digits of b1 from small side is [8, 5, 6, 1, 8, 8, 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, 1, 6, 5, 3, 2, 4] and [8, 5, 6, 1, 8, 8, 2]
now consider position 0:
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 1:
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 2:
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 3:
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 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:
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:
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.
we got list of digits [4, 7, 2, 7, 1, 1, 7]and Final Answer is 7117274
</think>
So 4235616 plus 2881658 is **7117274**
| 7,117,274
|
calculate 4235616+2881658
|
<think>so we need to add 5863173 and 793732
5863173 has 7 digits, and 793732 has 6 digits, the digits of a1 from small side is [3, 7, 1, 3, 6, 8, 5], the digits of b1 from small side is [2, 3, 7, 3, 9, 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 [2, 3, 7, 3, 9, 7, 0], a1 has digits [3, 7, 1, 3, 6, 8, 5]lest's calculate digits by digits
the two numbers are [3, 7, 1, 3, 6, 8, 5] and [2, 3, 7, 3, 9, 7, 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:
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 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:
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 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 5:
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 6:
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.
we got list of digits [5, 0, 9, 6, 5, 6, 6]and Final Answer is 6656905
</think>
So 5863173 plus 793732 is **6656905**
| 6,656,905
|
calculate 5863173+793732
|
<think>so we need to add 5698472 and 955742
5698472 has 7 digits, and 955742 has 6 digits, the digits of a1 from small side is [2, 7, 4, 8, 9, 6, 5], the digits of b1 from small side is [2, 4, 7, 5, 5, 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 [2, 4, 7, 5, 5, 9, 0], a1 has digits [2, 7, 4, 8, 9, 6, 5]lest's calculate digits by digits
the two numbers are [2, 7, 4, 8, 9, 6, 5] and [2, 4, 7, 5, 5, 9, 0]
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 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 2:
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 3:
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 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:
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:
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.
we got list of digits [4, 1, 2, 4, 5, 6, 6]and Final Answer is 6654214
</think>
So 5698472 plus 955742 is **6654214**
| 6,654,214
|
calculate 5698472+955742
|
<think>so we need to add 6243884 and 2507003
6243884 has 7 digits, and 2507003 has 7 digits, the digits of a1 from small side is [4, 8, 8, 3, 4, 2, 6], the digits of b1 from small side is [3, 0, 0, 7, 0, 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 [4, 8, 8, 3, 4, 2, 6] and [3, 0, 0, 7, 0, 5, 2]
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 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 2:
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 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:
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:
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 6:
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.
we got list of digits [7, 8, 8, 0, 5, 7, 8]and Final Answer is 8750887
</think>
So 6243884 plus 2507003 is **8750887**
| 8,750,887
|
calculate 6243884+2507003
|
<think>so we need to add 9840345 and 7685990
9840345 has 7 digits, and 7685990 has 7 digits, the digits of a1 from small side is [5, 4, 3, 0, 4, 8, 9], the digits of b1 from small side is [0, 9, 9, 5, 8, 6, 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, 4, 3, 0, 4, 8, 9] and [0, 9, 9, 5, 8, 6, 7]
now consider position 0:
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 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:
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:
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:
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 5:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [5, 3, 3, 6, 2, 5, 7, 1]and Final Answer is 17526335
</think>
So 9840345 plus 7685990 is **17526335**
| 17,526,335
|
calculate 9840345+7685990
|
<think>so we need to add 1806941 and 62324
1806941 has 7 digits, and 62324 has 5 digits, the digits of a1 from small side is [1, 4, 9, 6, 0, 8, 1], the digits of b1 from small side is [4, 2, 3, 2, 6],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 [4, 2, 3, 2, 6, 0, 0], a1 has digits [1, 4, 9, 6, 0, 8, 1]lest's calculate digits by digits
the two numbers are [1, 4, 9, 6, 0, 8, 1] and [4, 2, 3, 2, 6, 0, 0]
now consider position 0:
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 1:
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 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:
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 4:
0 plus 6
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:
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 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 [5, 6, 2, 9, 6, 8, 1]and Final Answer is 1869265
</think>
So 1806941 plus 62324 is **1869265**
| 1,869,265
|
calculate 1806941+62324
|
<think>so we need to add 6934525 and 4038945
6934525 has 7 digits, and 4038945 has 7 digits, the digits of a1 from small side is [5, 2, 5, 4, 3, 9, 6], the digits of b1 from small side is [5, 4, 9, 8, 3, 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 [5, 2, 5, 4, 3, 9, 6] and [5, 4, 9, 8, 3, 0, 4]
now consider position 0:
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 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:
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.
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:
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 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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 7, 4, 3, 7, 9, 0, 1]and Final Answer is 10973470
</think>
So 6934525 plus 4038945 is **10973470**
| 10,973,470
|
calculate 6934525+4038945
|
<think>so we need to add 2601822 and 2472560
2601822 has 7 digits, and 2472560 has 7 digits, the digits of a1 from small side is [2, 2, 8, 1, 0, 6, 2], the digits of b1 from small side is [0, 6, 5, 2, 7, 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 [2, 2, 8, 1, 0, 6, 2] and [0, 6, 5, 2, 7, 4, 2]
now consider position 0:
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 1:
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 2:
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 3:
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 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:
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 6:
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.
we got list of digits [2, 8, 3, 4, 7, 0, 5]and Final Answer is 5074382
</think>
So 2601822 plus 2472560 is **5074382**
| 5,074,382
|
calculate 2601822+2472560
|
<think>so we need to add 5703537 and 8685115
5703537 has 7 digits, and 8685115 has 7 digits, the digits of a1 from small side is [7, 3, 5, 3, 0, 7, 5], the digits of b1 from small side is [5, 1, 1, 5, 8, 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 [7, 3, 5, 3, 0, 7, 5] and [5, 1, 1, 5, 8, 6, 8]
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:
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 2:
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 3:
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 4:
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 5:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [2, 5, 6, 8, 8, 3, 4, 1]and Final Answer is 14388652
</think>
So 5703537 plus 8685115 is **14388652**
| 14,388,652
|
calculate 5703537+8685115
|
<think>so we need to add 4000963 and 9040871
4000963 has 7 digits, and 9040871 has 7 digits, the digits of a1 from small side is [3, 6, 9, 0, 0, 0, 4], the digits of b1 from small side is [1, 7, 8, 0, 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 [3, 6, 9, 0, 0, 0, 4] and [1, 7, 8, 0, 4, 0, 9]
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:
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:
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:
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 4:
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 5:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 3, 8, 1, 4, 0, 3, 1]and Final Answer is 13041834
</think>
So 4000963 plus 9040871 is **13041834**
| 13,041,834
|
calculate 4000963+9040871
|
<think>so we need to add 8719353 and 2026525
8719353 has 7 digits, and 2026525 has 7 digits, the digits of a1 from small side is [3, 5, 3, 9, 1, 7, 8], the digits of b1 from small side is [5, 2, 5, 6, 2, 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, 5, 3, 9, 1, 7, 8] and [5, 2, 5, 6, 2, 0, 2]
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:
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 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:
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:
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:
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 6:
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 [8, 7, 8, 5, 4, 7, 0, 1]and Final Answer is 10745878
</think>
So 8719353 plus 2026525 is **10745878**
| 10,745,878
|
calculate 8719353+2026525
|
<think>so we need to add 7421154 and 5989842
7421154 has 7 digits, and 5989842 has 7 digits, the digits of a1 from small side is [4, 5, 1, 1, 2, 4, 7], the digits of b1 from small side is [2, 4, 8, 9, 8, 9, 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, 5, 1, 1, 2, 4, 7] and [2, 4, 8, 9, 8, 9, 5]
now consider position 0:
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 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:
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 3:
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 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:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 9, 9, 0, 1, 4, 3, 1]and Final Answer is 13410996
</think>
So 7421154 plus 5989842 is **13410996**
| 13,410,996
|
calculate 7421154+5989842
|
<think>so we need to add 2864865 and 2869155
2864865 has 7 digits, and 2869155 has 7 digits, the digits of a1 from small side is [5, 6, 8, 4, 6, 8, 2], the digits of b1 from small side is [5, 5, 1, 9, 6, 8, 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 [5, 6, 8, 4, 6, 8, 2] and [5, 5, 1, 9, 6, 8, 2]
now consider position 0:
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 1:
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 2:
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 3:
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 4:
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 5:
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 6:
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.
we got list of digits [0, 2, 0, 4, 3, 7, 5]and Final Answer is 5734020
</think>
So 2864865 plus 2869155 is **5734020**
| 5,734,020
|
calculate 2864865+2869155
|
<think>so we need to add 2401988 and 3147620
2401988 has 7 digits, and 3147620 has 7 digits, the digits of a1 from small side is [8, 8, 9, 1, 0, 4, 2], the digits of b1 from small side is [0, 2, 6, 7, 4, 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 [8, 8, 9, 1, 0, 4, 2] and [0, 2, 6, 7, 4, 1, 3]
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:
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:
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 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:
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 5:
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 6:
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.
we got list of digits [8, 0, 6, 9, 4, 5, 5]and Final Answer is 5549608
</think>
So 2401988 plus 3147620 is **5549608**
| 5,549,608
|
calculate 2401988+3147620
|
<think>so we need to add 8356409 and 9751647
8356409 has 7 digits, and 9751647 has 7 digits, the digits of a1 from small side is [9, 0, 4, 6, 5, 3, 8], the digits of b1 from small side is [7, 4, 6, 1, 5, 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, 0, 4, 6, 5, 3, 8] and [7, 4, 6, 1, 5, 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:
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 2:
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 3:
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 4:
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 5:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 5, 0, 8, 0, 1, 8, 1]and Final Answer is 18108056
</think>
So 8356409 plus 9751647 is **18108056**
| 18,108,056
|
calculate 8356409+9751647
|
<think>so we need to add 4171364 and 2768034
4171364 has 7 digits, and 2768034 has 7 digits, the digits of a1 from small side is [4, 6, 3, 1, 7, 1, 4], the digits of b1 from small side is [4, 3, 0, 8, 6, 7, 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, 6, 3, 1, 7, 1, 4] and [4, 3, 0, 8, 6, 7, 2]
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:
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 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:
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 4:
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 5:
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 6:
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.
we got list of digits [8, 9, 3, 9, 3, 9, 6]and Final Answer is 6939398
</think>
So 4171364 plus 2768034 is **6939398**
| 6,939,398
|
calculate 4171364+2768034
|
<think>so we need to add 8597610 and 7138563
8597610 has 7 digits, and 7138563 has 7 digits, the digits of a1 from small side is [0, 1, 6, 7, 9, 5, 8], the digits of b1 from small side is [3, 6, 5, 8, 3, 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 [0, 1, 6, 7, 9, 5, 8] and [3, 6, 5, 8, 3, 1, 7]
now consider position 0:
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 1:
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 2:
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 3:
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 4:
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 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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [3, 7, 1, 6, 3, 7, 5, 1]and Final Answer is 15736173
</think>
So 8597610 plus 7138563 is **15736173**
| 15,736,173
|
calculate 8597610+7138563
|
<think>so we need to add 665651 and 7808142
665651 has 6 digits, and 7808142 has 7 digits, the digits of a1 from small side is [1, 5, 6, 5, 6, 6], the digits of b1 from small side is [2, 4, 1, 8, 0, 8, 7],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 [1, 5, 6, 5, 6, 6, 0], b1 has digits [2, 4, 1, 8, 0, 8, 7]lest's calculate digits by digits
the two numbers are [1, 5, 6, 5, 6, 6, 0] and [2, 4, 1, 8, 0, 8, 7]
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 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:
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 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:
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 5:
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 6:
0 plus 7
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.
we got list of digits [3, 9, 7, 3, 7, 4, 8]and Final Answer is 8473793
</think>
So 665651 plus 7808142 is **8473793**
| 8,473,793
|
calculate 665651+7808142
|
<think>so we need to add 2549662 and 2651624
2549662 has 7 digits, and 2651624 has 7 digits, the digits of a1 from small side is [2, 6, 6, 9, 4, 5, 2], the digits of b1 from small side is [4, 2, 6, 1, 5, 6, 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, 6, 6, 9, 4, 5, 2] and [4, 2, 6, 1, 5, 6, 2]
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:
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 2:
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 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:
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 5:
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 6:
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.
we got list of digits [6, 8, 2, 1, 0, 2, 5]and Final Answer is 5201286
</think>
So 2549662 plus 2651624 is **5201286**
| 5,201,286
|
calculate 2549662+2651624
|
<think>so we need to add 7974696 and 3494924
7974696 has 7 digits, and 3494924 has 7 digits, the digits of a1 from small side is [6, 9, 6, 4, 7, 9, 7], the digits of b1 from small side is [4, 2, 9, 4, 9, 4, 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, 9, 6, 4, 7, 9, 7] and [4, 2, 9, 4, 9, 4, 3]
now consider position 0:
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 1:
9 plus 2
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:
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 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:
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:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 2, 6, 9, 6, 4, 1, 1]and Final Answer is 11469620
</think>
So 7974696 plus 3494924 is **11469620**
| 11,469,620
|
calculate 7974696+3494924
|
<think>so we need to add 5792946 and 2373607
5792946 has 7 digits, and 2373607 has 7 digits, the digits of a1 from small side is [6, 4, 9, 2, 9, 7, 5], the digits of b1 from small side is [7, 0, 6, 3, 7, 3, 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, 4, 9, 2, 9, 7, 5] and [7, 0, 6, 3, 7, 3, 2]
now consider position 0:
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 1:
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 2:
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 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:
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 5:
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 6:
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.
we got list of digits [3, 5, 5, 6, 6, 1, 8]and Final Answer is 8166553
</think>
So 5792946 plus 2373607 is **8166553**
| 8,166,553
|
calculate 5792946+2373607
|
<think>so we need to add 1280008 and 189624
1280008 has 7 digits, and 189624 has 6 digits, the digits of a1 from small side is [8, 0, 0, 0, 8, 2, 1], the digits of b1 from small side is [4, 2, 6, 9, 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, 2, 6, 9, 8, 1, 0], a1 has digits [8, 0, 0, 0, 8, 2, 1]lest's calculate digits by digits
the two numbers are [8, 0, 0, 0, 8, 2, 1] and [4, 2, 6, 9, 8, 1, 0]
now consider position 0:
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 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:
0 plus 6
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 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 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:
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:
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 [2, 3, 6, 9, 6, 4, 1]and Final Answer is 1469632
</think>
So 1280008 plus 189624 is **1469632**
| 1,469,632
|
calculate 1280008+189624
|
<think>so we need to add 8986227 and 5162005
8986227 has 7 digits, and 5162005 has 7 digits, the digits of a1 from small side is [7, 2, 2, 6, 8, 9, 8], the digits of b1 from small side is [5, 0, 0, 2, 6, 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 [7, 2, 2, 6, 8, 9, 8] and [5, 0, 0, 2, 6, 1, 5]
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:
2 plus 0
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 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 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:
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 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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [2, 3, 2, 8, 4, 1, 4, 1]and Final Answer is 14148232
</think>
So 8986227 plus 5162005 is **14148232**
| 14,148,232
|
calculate 8986227+5162005
|
<think>so we need to add 5022379 and 748708
5022379 has 7 digits, and 748708 has 6 digits, the digits of a1 from small side is [9, 7, 3, 2, 2, 0, 5], the digits of b1 from small side is [8, 0, 7, 8, 4, 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 [8, 0, 7, 8, 4, 7, 0], a1 has digits [9, 7, 3, 2, 2, 0, 5]lest's calculate digits by digits
the two numbers are [9, 7, 3, 2, 2, 0, 5] and [8, 0, 7, 8, 4, 7, 0]
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:
7 plus 0
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:
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:
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:
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 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:
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.
we got list of digits [7, 8, 0, 1, 7, 7, 5]and Final Answer is 5771087
</think>
So 5022379 plus 748708 is **5771087**
| 5,771,087
|
calculate 5022379+748708
|
<think>so we need to add 5888747 and 3248587
5888747 has 7 digits, and 3248587 has 7 digits, the digits of a1 from small side is [7, 4, 7, 8, 8, 8, 5], the digits of b1 from small side is [7, 8, 5, 8, 4, 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 [7, 4, 7, 8, 8, 8, 5] and [7, 8, 5, 8, 4, 2, 3]
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 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:
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 3:
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 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 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 6:
5 plus 3
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, 3, 3, 7, 3, 1, 9]and Final Answer is 9137334
</think>
So 5888747 plus 3248587 is **9137334**
| 9,137,334
|
calculate 5888747+3248587
|
<think>so we need to add 8978537 and 1425767
8978537 has 7 digits, and 1425767 has 7 digits, the digits of a1 from small side is [7, 3, 5, 8, 7, 9, 8], the digits of b1 from small side is [7, 6, 7, 5, 2, 4, 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 [7, 3, 5, 8, 7, 9, 8] and [7, 6, 7, 5, 2, 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:
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 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:
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 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:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 0, 3, 4, 0, 4, 0, 1]and Final Answer is 10404304
</think>
So 8978537 plus 1425767 is **10404304**
| 10,404,304
|
calculate 8978537+1425767
|
<think>so we need to add 9910433 and 8187094
9910433 has 7 digits, and 8187094 has 7 digits, the digits of a1 from small side is [3, 3, 4, 0, 1, 9, 9], the digits of b1 from small side is [4, 9, 0, 7, 8, 1, 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, 4, 0, 1, 9, 9] and [4, 9, 0, 7, 8, 1, 8]
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 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 2:
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 3:
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 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:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 2, 5, 7, 9, 0, 8, 1]and Final Answer is 18097527
</think>
So 9910433 plus 8187094 is **18097527**
| 18,097,527
|
calculate 9910433+8187094
|
<think>so we need to add 9480905 and 8949152
9480905 has 7 digits, and 8949152 has 7 digits, the digits of a1 from small side is [5, 0, 9, 0, 8, 4, 9], the digits of b1 from small side is [2, 5, 1, 9, 4, 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, 0, 9, 0, 8, 4, 9] and [2, 5, 1, 9, 4, 9, 8]
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 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:
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:
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 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:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 5, 0, 0, 3, 4, 8, 1]and Final Answer is 18430057
</think>
So 9480905 plus 8949152 is **18430057**
| 18,430,057
|
calculate 9480905+8949152
|
<think>so we need to add 6422110 and 4420090
6422110 has 7 digits, and 4420090 has 7 digits, the digits of a1 from small side is [0, 1, 1, 2, 2, 4, 6], the digits of b1 from small side is [0, 9, 0, 0, 2, 4, 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, 1, 1, 2, 2, 4, 6] and [0, 9, 0, 0, 2, 4, 4]
now consider position 0:
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 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 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 3:
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 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:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 0, 2, 2, 4, 8, 0, 1]and Final Answer is 10842200
</think>
So 6422110 plus 4420090 is **10842200**
| 10,842,200
|
calculate 6422110+4420090
|
<think>so we need to add 6801073 and 2583700
6801073 has 7 digits, and 2583700 has 7 digits, the digits of a1 from small side is [3, 7, 0, 1, 0, 8, 6], the digits of b1 from small side is [0, 0, 7, 3, 8, 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 [3, 7, 0, 1, 0, 8, 6] and [0, 0, 7, 3, 8, 5, 2]
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:
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:
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:
1 plus 3
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:
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 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:
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.
we got list of digits [3, 7, 7, 4, 8, 3, 9]and Final Answer is 9384773
</think>
So 6801073 plus 2583700 is **9384773**
| 9,384,773
|
calculate 6801073+2583700
|
<think>so we need to add 7932424 and 1902565
7932424 has 7 digits, and 1902565 has 7 digits, the digits of a1 from small side is [4, 2, 4, 2, 3, 9, 7], the digits of b1 from small side is [5, 6, 5, 2, 0, 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 [4, 2, 4, 2, 3, 9, 7] and [5, 6, 5, 2, 0, 9, 1]
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:
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 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 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:
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 5:
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 6:
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.
we got list of digits [9, 8, 9, 4, 3, 8, 9]and Final Answer is 9834989
</think>
So 7932424 plus 1902565 is **9834989**
| 9,834,989
|
calculate 7932424+1902565
|
<think>so we need to add 9624887 and 4179110
9624887 has 7 digits, and 4179110 has 7 digits, the digits of a1 from small side is [7, 8, 8, 4, 2, 6, 9], the digits of b1 from small side is [0, 1, 1, 9, 7, 1, 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, 8, 8, 4, 2, 6, 9] and [0, 1, 1, 9, 7, 1, 4]
now consider position 0:
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 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:
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:
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:
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 5:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 9, 9, 3, 0, 8, 3, 1]and Final Answer is 13803997
</think>
So 9624887 plus 4179110 is **13803997**
| 13,803,997
|
calculate 9624887+4179110
|
<think>so we need to add 4535607 and 6653706
4535607 has 7 digits, and 6653706 has 7 digits, the digits of a1 from small side is [7, 0, 6, 5, 3, 5, 4], the digits of b1 from small side is [6, 0, 7, 3, 5, 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 [7, 0, 6, 5, 3, 5, 4] and [6, 0, 7, 3, 5, 6, 6]
now consider position 0:
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 1:
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 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 3
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:
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 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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [3, 1, 3, 9, 8, 1, 1, 1]and Final Answer is 11189313
</think>
So 4535607 plus 6653706 is **11189313**
| 11,189,313
|
calculate 4535607+6653706
|
<think>so we need to add 4981838 and 2197419
4981838 has 7 digits, and 2197419 has 7 digits, the digits of a1 from small side is [8, 3, 8, 1, 8, 9, 4], the digits of b1 from small side is [9, 1, 4, 7, 9, 1, 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, 3, 8, 1, 8, 9, 4] and [9, 1, 4, 7, 9, 1, 2]
now consider position 0:
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 1:
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 2:
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 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:
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:
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:
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.
we got list of digits [7, 5, 2, 9, 7, 1, 7]and Final Answer is 7179257
</think>
So 4981838 plus 2197419 is **7179257**
| 7,179,257
|
calculate 4981838+2197419
|
<think>so we need to add 6032195 and 1910836
6032195 has 7 digits, and 1910836 has 7 digits, the digits of a1 from small side is [5, 9, 1, 2, 3, 0, 6], the digits of b1 from small side is [6, 3, 8, 0, 1, 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 [5, 9, 1, 2, 3, 0, 6] and [6, 3, 8, 0, 1, 9, 1]
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:
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 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 3:
2 plus 0
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:
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 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:
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.
we got list of digits [1, 3, 0, 3, 4, 9, 7]and Final Answer is 7943031
</think>
So 6032195 plus 1910836 is **7943031**
| 7,943,031
|
calculate 6032195+1910836
|
<think>so we need to add 9648110 and 834685
9648110 has 7 digits, and 834685 has 6 digits, the digits of a1 from small side is [0, 1, 1, 8, 4, 6, 9], the digits of b1 from small side is [5, 8, 6, 4, 3, 8],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, 4, 3, 8, 0], a1 has digits [0, 1, 1, 8, 4, 6, 9]lest's calculate digits by digits
the two numbers are [0, 1, 1, 8, 4, 6, 9] and [5, 8, 6, 4, 3, 8, 0]
now consider position 0:
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 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:
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:
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:
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:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [5, 9, 7, 2, 8, 4, 0, 1]and Final Answer is 10482795
</think>
So 9648110 plus 834685 is **10482795**
| 10,482,795
|
calculate 9648110+834685
|
<think>so we need to add 3860508 and 8870462
3860508 has 7 digits, and 8870462 has 7 digits, the digits of a1 from small side is [8, 0, 5, 0, 6, 8, 3], the digits of b1 from small side is [2, 6, 4, 0, 7, 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 [8, 0, 5, 0, 6, 8, 3] and [2, 6, 4, 0, 7, 8, 8]
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 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:
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:
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:
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 5:
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 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, 7, 9, 0, 3, 7, 2, 1]and Final Answer is 12730970
</think>
So 3860508 plus 8870462 is **12730970**
| 12,730,970
|
calculate 3860508+8870462
|
<think>so we need to add 92472 and 6546451
92472 has 5 digits, and 6546451 has 7 digits, the digits of a1 from small side is [2, 7, 4, 2, 9], the digits of b1 from small side is [1, 5, 4, 6, 4, 5, 6],let's first align two number,
number1 has 5 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 2 time to a1's left side,now a1 has digits [2, 7, 4, 2, 9, 0, 0], b1 has digits [1, 5, 4, 6, 4, 5, 6]lest's calculate digits by digits
the two numbers are [2, 7, 4, 2, 9, 0, 0] and [1, 5, 4, 6, 4, 5, 6]
now consider position 0:
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 1:
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 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:
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:
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 5:
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 6:
0 plus 6
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 [3, 2, 9, 8, 3, 6, 6]and Final Answer is 6638923
</think>
So 92472 plus 6546451 is **6638923**
| 6,638,923
|
calculate 92472+6546451
|
<think>so we need to add 2917989 and 3402070
2917989 has 7 digits, and 3402070 has 7 digits, the digits of a1 from small side is [9, 8, 9, 7, 1, 9, 2], the digits of b1 from small side is [0, 7, 0, 2, 0, 4, 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 [9, 8, 9, 7, 1, 9, 2] and [0, 7, 0, 2, 0, 4, 3]
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:
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 2:
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 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:
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:
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 6:
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.
we got list of digits [9, 5, 0, 0, 2, 3, 6]and Final Answer is 6320059
</think>
So 2917989 plus 3402070 is **6320059**
| 6,320,059
|
calculate 2917989+3402070
|
<think>so we need to add 6224030 and 4984768
6224030 has 7 digits, and 4984768 has 7 digits, the digits of a1 from small side is [0, 3, 0, 4, 2, 2, 6], the digits of b1 from small side is [8, 6, 7, 4, 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 [0, 3, 0, 4, 2, 2, 6] and [8, 6, 7, 4, 8, 9, 4]
now consider position 0:
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 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:
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:
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 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 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 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 [8, 9, 7, 8, 0, 2, 1, 1]and Final Answer is 11208798
</think>
So 6224030 plus 4984768 is **11208798**
| 11,208,798
|
calculate 6224030+4984768
|
<think>so we need to add 7251498 and 3159495
7251498 has 7 digits, and 3159495 has 7 digits, the digits of a1 from small side is [8, 9, 4, 1, 5, 2, 7], the digits of b1 from small side is [5, 9, 4, 9, 5, 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 [8, 9, 4, 1, 5, 2, 7] and [5, 9, 4, 9, 5, 1, 3]
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:
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 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:
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 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:
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 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 [3, 9, 9, 0, 1, 4, 0, 1]and Final Answer is 10410993
</think>
So 7251498 plus 3159495 is **10410993**
| 10,410,993
|
calculate 7251498+3159495
|
<think>so we need to add 6089685 and 5641335
6089685 has 7 digits, and 5641335 has 7 digits, the digits of a1 from small side is [5, 8, 6, 9, 8, 0, 6], the digits of b1 from small side is [5, 3, 3, 1, 4, 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 [5, 8, 6, 9, 8, 0, 6] and [5, 3, 3, 1, 4, 6, 5]
now consider position 0:
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 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:
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 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:
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:
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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 2, 0, 1, 3, 7, 1, 1]and Final Answer is 11731020
</think>
So 6089685 plus 5641335 is **11731020**
| 11,731,020
|
calculate 6089685+5641335
|
<think>so we need to add 3732988 and 6641687
3732988 has 7 digits, and 6641687 has 7 digits, the digits of a1 from small side is [8, 8, 9, 2, 3, 7, 3], the digits of b1 from small side is [7, 8, 6, 1, 4, 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 [8, 8, 9, 2, 3, 7, 3] and [7, 8, 6, 1, 4, 6, 6]
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:
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 2:
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 3:
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 4:
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 5:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [5, 7, 6, 4, 7, 3, 0, 1]and Final Answer is 10374675
</think>
So 3732988 plus 6641687 is **10374675**
| 10,374,675
|
calculate 3732988+6641687
|
<think>so we need to add 5652388 and 6663198
5652388 has 7 digits, and 6663198 has 7 digits, the digits of a1 from small side is [8, 8, 3, 2, 5, 6, 5], the digits of b1 from small side is [8, 9, 1, 3, 6, 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 [8, 8, 3, 2, 5, 6, 5] and [8, 9, 1, 3, 6, 6, 6]
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:
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 2:
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 3:
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 4:
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 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:
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 [6, 8, 5, 5, 1, 3, 2, 1]and Final Answer is 12315586
</think>
So 5652388 plus 6663198 is **12315586**
| 12,315,586
|
calculate 5652388+6663198
|
<think>so we need to add 5122882 and 1461001
5122882 has 7 digits, and 1461001 has 7 digits, the digits of a1 from small side is [2, 8, 8, 2, 2, 1, 5], the digits of b1 from small side is [1, 0, 0, 1, 6, 4, 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 [2, 8, 8, 2, 2, 1, 5] and [1, 0, 0, 1, 6, 4, 1]
now consider position 0:
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 1:
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 2:
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 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:
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 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:
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 [3, 8, 8, 3, 8, 5, 6]and Final Answer is 6583883
</think>
So 5122882 plus 1461001 is **6583883**
| 6,583,883
|
calculate 5122882+1461001
|
<think>so we need to add 9672093 and 4303685
9672093 has 7 digits, and 4303685 has 7 digits, the digits of a1 from small side is [3, 9, 0, 2, 7, 6, 9], the digits of b1 from small side is [5, 8, 6, 3, 0, 3, 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, 9, 0, 2, 7, 6, 9] and [5, 8, 6, 3, 0, 3, 4]
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:
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 2:
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 3:
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 4:
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 5:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [8, 7, 7, 5, 7, 9, 3, 1]and Final Answer is 13975778
</think>
So 9672093 plus 4303685 is **13975778**
| 13,975,778
|
calculate 9672093+4303685
|
<think>so we need to add 6811260 and 8479096
6811260 has 7 digits, and 8479096 has 7 digits, the digits of a1 from small side is [0, 6, 2, 1, 1, 8, 6], the digits of b1 from small side is [6, 9, 0, 9, 7, 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 [0, 6, 2, 1, 1, 8, 6] and [6, 9, 0, 9, 7, 4, 8]
now consider position 0:
0 plus 6
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:
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 2:
2 plus 0
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:
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 4:
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 5:
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 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 [6, 5, 3, 0, 9, 2, 5, 1]and Final Answer is 15290356
</think>
So 6811260 plus 8479096 is **15290356**
| 15,290,356
|
calculate 6811260+8479096
|
<think>so we need to add 998322 and 941553
998322 has 6 digits, and 941553 has 6 digits, the digits of a1 from small side is [2, 2, 3, 8, 9, 9], the digits of b1 from small side is [3, 5, 5, 1, 4, 9],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 [2, 2, 3, 8, 9, 9] and [3, 5, 5, 1, 4, 9]
now consider position 0:
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 1:
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 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 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:
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 5:
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 [5, 7, 8, 9, 3, 9, 1]and Final Answer is 1939875
</think>
So 998322 plus 941553 is **1939875**
| 1,939,875
|
calculate 998322+941553
|
<think>so we need to add 1189428 and 7452095
1189428 has 7 digits, and 7452095 has 7 digits, the digits of a1 from small side is [8, 2, 4, 9, 8, 1, 1], the digits of b1 from small side is [5, 9, 0, 2, 5, 4, 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, 2, 4, 9, 8, 1, 1] and [5, 9, 0, 2, 5, 4, 7]
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:
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 2:
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 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:
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:
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 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.
we got list of digits [3, 2, 5, 1, 4, 6, 8]and Final Answer is 8641523
</think>
So 1189428 plus 7452095 is **8641523**
| 8,641,523
|
calculate 1189428+7452095
|
<think>so we need to add 7907213 and 512214
7907213 has 7 digits, and 512214 has 6 digits, the digits of a1 from small side is [3, 1, 2, 7, 0, 9, 7], the digits of b1 from small side is [4, 1, 2, 2, 1, 5],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, 1, 2, 2, 1, 5, 0], a1 has digits [3, 1, 2, 7, 0, 9, 7]lest's calculate digits by digits
the two numbers are [3, 1, 2, 7, 0, 9, 7] and [4, 1, 2, 2, 1, 5, 0]
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:
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 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:
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:
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 5:
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 6:
7 plus 0
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.
we got list of digits [7, 2, 4, 9, 1, 4, 8]and Final Answer is 8419427
</think>
So 7907213 plus 512214 is **8419427**
| 8,419,427
|
calculate 7907213+512214
|
<think>so we need to add 5796011 and 402944
5796011 has 7 digits, and 402944 has 6 digits, the digits of a1 from small side is [1, 1, 0, 6, 9, 7, 5], the digits of b1 from small side is [4, 4, 9, 2, 0, 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 [4, 4, 9, 2, 0, 4, 0], a1 has digits [1, 1, 0, 6, 9, 7, 5]lest's calculate digits by digits
the two numbers are [1, 1, 0, 6, 9, 7, 5] and [4, 4, 9, 2, 0, 4, 0]
now consider position 0:
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 1:
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 2:
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 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:
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 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:
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.
we got list of digits [5, 5, 9, 8, 9, 1, 6]and Final Answer is 6198955
</think>
So 5796011 plus 402944 is **6198955**
| 6,198,955
|
calculate 5796011+402944
|
<think>so we need to add 8326187 and 2531431
8326187 has 7 digits, and 2531431 has 7 digits, the digits of a1 from small side is [7, 8, 1, 6, 2, 3, 8], the digits of b1 from small side is [1, 3, 4, 1, 3, 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 [7, 8, 1, 6, 2, 3, 8] and [1, 3, 4, 1, 3, 5, 2]
now consider position 0:
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 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 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:
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 4:
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 5:
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 6:
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 [8, 1, 6, 7, 5, 8, 0, 1]and Final Answer is 10857618
</think>
So 8326187 plus 2531431 is **10857618**
| 10,857,618
|
calculate 8326187+2531431
|
<think>so we need to add 2408869 and 1678195
2408869 has 7 digits, and 1678195 has 7 digits, the digits of a1 from small side is [9, 6, 8, 8, 0, 4, 2], the digits of b1 from small side is [5, 9, 1, 8, 7, 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, 6, 8, 8, 0, 4, 2] and [5, 9, 1, 8, 7, 6, 1]
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:
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 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 3:
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 4:
0 plus 7
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 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 6:
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.
we got list of digits [4, 6, 0, 7, 8, 0, 4]and Final Answer is 4087064
</think>
So 2408869 plus 1678195 is **4087064**
| 4,087,064
|
calculate 2408869+1678195
|
<think>so we need to add 2450123 and 8389228
2450123 has 7 digits, and 8389228 has 7 digits, the digits of a1 from small side is [3, 2, 1, 0, 5, 4, 2], the digits of b1 from small side is [8, 2, 2, 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 [3, 2, 1, 0, 5, 4, 2] and [8, 2, 2, 9, 8, 3, 8]
now consider position 0:
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 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:
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 3:
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 4:
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 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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 5, 3, 9, 3, 8, 0, 1]and Final Answer is 10839351
</think>
So 2450123 plus 8389228 is **10839351**
| 10,839,351
|
calculate 2450123+8389228
|
<think>so we need to add 1775126 and 9301174
1775126 has 7 digits, and 9301174 has 7 digits, the digits of a1 from small side is [6, 2, 1, 5, 7, 7, 1], the digits of b1 from small side is [4, 7, 1, 1, 0, 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 [6, 2, 1, 5, 7, 7, 1] and [4, 7, 1, 1, 0, 3, 9]
now consider position 0:
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 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:
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:
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:
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 5:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 0, 3, 6, 7, 0, 1, 1]and Final Answer is 11076300
</think>
So 1775126 plus 9301174 is **11076300**
| 11,076,300
|
calculate 1775126+9301174
|
<think>so we need to add 2101379 and 1737958
2101379 has 7 digits, and 1737958 has 7 digits, the digits of a1 from small side is [9, 7, 3, 1, 0, 1, 2], the digits of b1 from small side is [8, 5, 9, 7, 3, 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, 7, 3, 1, 0, 1, 2] and [8, 5, 9, 7, 3, 7, 1]
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:
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 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:
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:
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:
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:
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.
we got list of digits [7, 3, 3, 9, 3, 8, 3]and Final Answer is 3839337
</think>
So 2101379 plus 1737958 is **3839337**
| 3,839,337
|
calculate 2101379+1737958
|
<think>so we need to add 4980550 and 4408871
4980550 has 7 digits, and 4408871 has 7 digits, the digits of a1 from small side is [0, 5, 5, 0, 8, 9, 4], the digits of b1 from small side is [1, 7, 8, 8, 0, 4, 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, 5, 5, 0, 8, 9, 4] and [1, 7, 8, 8, 0, 4, 4]
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:
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 2:
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 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:
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 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, 2, 4, 9, 8, 3, 9]and Final Answer is 9389421
</think>
So 4980550 plus 4408871 is **9389421**
| 9,389,421
|
calculate 4980550+4408871
|
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