completion stringlengths 1.24k 1.99k | answer int64 76.5k 19.9M | prompt stringlengths 21 25 |
|---|---|---|
<think>so we need to add 1869316 and 9517776
1869316 has 7 digits, and 9517776 has 7 digits, the digits of a1 from small side is [6, 1, 3, 9, 6, 8, 1], the digits of b1 from small side is [6, 7, 7, 7, 1, 5, 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, 1, 3, 9, 6, 8, 1] and [6, 7, 7, 7, 1, 5, 9]
now consider position 0:
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 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 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:
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 1
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
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:
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 [2, 9, 0, 7, 8, 3, 1, 1]and Final Answer is 11387092
</think>
So 1869316 plus 9517776 is **11387092** | 11,387,092 | calculate 1869316+9517776 |
<think>so we need to add 30107 and 1234981
30107 has 5 digits, and 1234981 has 7 digits, the digits of a1 from small side is [7, 0, 1, 0, 3], the digits of b1 from small side is [1, 8, 9, 4, 3, 2, 1],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 [7, 0, 1, 0, 3, 0, 0], b1 has digits [1, 8, 9, 4, 3, 2, 1]lest's calculate digits by digits
the two numbers are [7, 0, 1, 0, 3, 0, 0] and [1, 8, 9, 4, 3, 2, 1]
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:
0 plus 8
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 2:
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:
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 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 2
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 6:
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.
we got list of digits [8, 8, 0, 5, 6, 2, 1]and Final Answer is 1265088
</think>
So 30107 plus 1234981 is **1265088** | 1,265,088 | calculate 30107+1234981 |
<think>so we need to add 8168799 and 9024547
8168799 has 7 digits, and 9024547 has 7 digits, the digits of a1 from small side is [9, 9, 7, 8, 6, 1, 8], the digits of b1 from small side is [7, 4, 5, 4, 2, 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 [9, 9, 7, 8, 6, 1, 8] and [7, 4, 5, 4, 2, 0, 9]
now consider position 0:
9 plus 7
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 1:
9 plus 4
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 2:
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 4
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 4:
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 5:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 4, 3, 3, 9, 1, 7, 1]and Final Answer is 17193346
</think>
So 8168799 plus 9024547 is **17193346** | 17,193,346 | calculate 8168799+9024547 |
<think>so we need to add 4444021 and 9138553
4444021 has 7 digits, and 9138553 has 7 digits, the digits of a1 from small side is [1, 2, 0, 4, 4, 4, 4], the digits of b1 from small side is [3, 5, 5, 8, 3, 1, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 2, 0, 4, 4, 4, 4] and [3, 5, 5, 8, 3, 1, 9]
now consider position 0:
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 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:
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 3:
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 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:
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:
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, 7, 5, 2, 8, 5, 3, 1]and Final Answer is 13582574
</think>
So 4444021 plus 9138553 is **13582574** | 13,582,574 | calculate 4444021+9138553 |
<think>so we need to add 10833 and 184383
10833 has 5 digits, and 184383 has 6 digits, the digits of a1 from small side is [3, 3, 8, 0, 1], the digits of b1 from small side is [3, 8, 3, 4, 8, 1],let's first align two number,
number1 has 5 digits, number2 has 6 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, 3, 8, 0, 1, 0], b1 has digits [3, 8, 3, 4, 8, 1]lest's calculate digits by digits
the two numbers are [3, 3, 8, 0, 1, 0] and [3, 8, 3, 4, 8, 1]
now consider position 0:
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 1:
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 2:
8 plus 3
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 3:
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 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:
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.
we got list of digits [6, 1, 2, 5, 9, 1]and Final Answer is 195216
</think>
So 10833 plus 184383 is **195216** | 195,216 | calculate 10833+184383 |
<think>so we need to add 3845785 and 9549483
3845785 has 7 digits, and 9549483 has 7 digits, the digits of a1 from small side is [5, 8, 7, 5, 4, 8, 3], the digits of b1 from small side is [3, 8, 4, 9, 4, 5, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [5, 8, 7, 5, 4, 8, 3] and [3, 8, 4, 9, 4, 5, 9]
now consider position 0:
5 plus 3
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 1:
8 plus 8
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 2:
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 3:
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 4:
4 plus 4
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 5:
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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [8, 6, 2, 5, 9, 3, 3, 1]and Final Answer is 13395268
</think>
So 3845785 plus 9549483 is **13395268** | 13,395,268 | calculate 3845785+9549483 |
<think>so we need to add 3990947 and 2232497
3990947 has 7 digits, and 2232497 has 7 digits, the digits of a1 from small side is [7, 4, 9, 0, 9, 9, 3], the digits of b1 from small side is [7, 9, 4, 2, 3, 2, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [7, 4, 9, 0, 9, 9, 3] and [7, 9, 4, 2, 3, 2, 2]
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 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:
9 plus 4
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 3:
0 plus 2
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 4:
9 plus 3
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 5:
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 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 [4, 4, 4, 3, 2, 2, 6]and Final Answer is 6223444
</think>
So 3990947 plus 2232497 is **6223444** | 6,223,444 | calculate 3990947+2232497 |
<think>so we need to add 205272 and 7230557
205272 has 6 digits, and 7230557 has 7 digits, the digits of a1 from small side is [2, 7, 2, 5, 0, 2], the digits of b1 from small side is [7, 5, 5, 0, 3, 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 [2, 7, 2, 5, 0, 2, 0], b1 has digits [7, 5, 5, 0, 3, 2, 7]lest's calculate digits by digits
the two numbers are [2, 7, 2, 5, 0, 2, 0] and [7, 5, 5, 0, 3, 2, 7]
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:
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:
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:
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 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:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 6:
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 [9, 2, 8, 5, 3, 4, 7]and Final Answer is 7435829
</think>
So 205272 plus 7230557 is **7435829** | 7,435,829 | calculate 205272+7230557 |
<think>so we need to add 2682269 and 4596636
2682269 has 7 digits, and 4596636 has 7 digits, the digits of a1 from small side is [9, 6, 2, 2, 8, 6, 2], the digits of b1 from small side is [6, 3, 6, 6, 9, 5, 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, 6, 2, 2, 8, 6, 2] and [6, 3, 6, 6, 9, 5, 4]
now consider position 0:
9 plus 6
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 1:
6 plus 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 2:
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 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:
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:
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:
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.
we got list of digits [5, 0, 9, 8, 7, 2, 7]and Final Answer is 7278905
</think>
So 2682269 plus 4596636 is **7278905** | 7,278,905 | calculate 2682269+4596636 |
<think>so we need to add 8010759 and 9633727
8010759 has 7 digits, and 9633727 has 7 digits, the digits of a1 from small side is [9, 5, 7, 0, 1, 0, 8], the digits of b1 from small side is [7, 2, 7, 3, 3, 6, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 5, 7, 0, 1, 0, 8] and [7, 2, 7, 3, 3, 6, 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:
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:
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 3:
0 plus 3
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 4:
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 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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 8, 4, 4, 4, 6, 7, 1]and Final Answer is 17644486
</think>
So 8010759 plus 9633727 is **17644486** | 17,644,486 | calculate 8010759+9633727 |
<think>so we need to add 5823544 and 211826
5823544 has 7 digits, and 211826 has 6 digits, the digits of a1 from small side is [4, 4, 5, 3, 2, 8, 5], the digits of b1 from small side is [6, 2, 8, 1, 1, 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 [6, 2, 8, 1, 1, 2, 0], a1 has digits [4, 4, 5, 3, 2, 8, 5]lest's calculate digits by digits
the two numbers are [4, 4, 5, 3, 2, 8, 5] and [6, 2, 8, 1, 1, 2, 0]
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:
4 plus 2
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
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 3:
3 plus 1
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 4:
2 plus 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:
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:
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 [0, 7, 3, 5, 3, 0, 6]and Final Answer is 6035370
</think>
So 5823544 plus 211826 is **6035370** | 6,035,370 | calculate 5823544+211826 |
<think>so we need to add 9600666 and 5179308
9600666 has 7 digits, and 5179308 has 7 digits, the digits of a1 from small side is [6, 6, 6, 0, 0, 6, 9], the digits of b1 from small side is [8, 0, 3, 9, 7, 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, 6, 6, 0, 0, 6, 9] and [8, 0, 3, 9, 7, 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:
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 2:
6 plus 3
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
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:
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 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 6:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 7, 9, 9, 7, 7, 4, 1]and Final Answer is 14779974
</think>
So 9600666 plus 5179308 is **14779974** | 14,779,974 | calculate 9600666+5179308 |
<think>so we need to add 9788279 and 1166246
9788279 has 7 digits, and 1166246 has 7 digits, the digits of a1 from small side is [9, 7, 2, 8, 8, 7, 9], the digits of b1 from small side is [6, 4, 2, 6, 6, 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 [9, 7, 2, 8, 8, 7, 9] and [6, 4, 2, 6, 6, 1, 1]
now consider position 0:
9 plus 6
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 1:
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:
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:
8 plus 6
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 4:
8 plus 6
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 5:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [5, 2, 5, 4, 5, 9, 0, 1]and Final Answer is 10954525
</think>
So 9788279 plus 1166246 is **10954525** | 10,954,525 | calculate 9788279+1166246 |
<think>so we need to add 8299185 and 3576299
8299185 has 7 digits, and 3576299 has 7 digits, the digits of a1 from small side is [5, 8, 1, 9, 9, 2, 8], the digits of b1 from small side is [9, 9, 2, 6, 7, 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, 8, 1, 9, 9, 2, 8] and [9, 9, 2, 6, 7, 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:
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:
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 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:
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 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:
8 plus 3
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 8, 4, 5, 7, 8, 1, 1]and Final Answer is 11875484
</think>
So 8299185 plus 3576299 is **11875484** | 11,875,484 | calculate 8299185+3576299 |
<think>so we need to add 5064915 and 2999496
5064915 has 7 digits, and 2999496 has 7 digits, the digits of a1 from small side is [5, 1, 9, 4, 6, 0, 5], the digits of b1 from small side is [6, 9, 4, 9, 9, 9, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [5, 1, 9, 4, 6, 0, 5] and [6, 9, 4, 9, 9, 9, 2]
now consider position 0:
5 plus 6
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
1 plus 9
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 2:
9 plus 4
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 3:
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 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 5:
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 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 [1, 1, 4, 4, 6, 0, 8]and Final Answer is 8064411
</think>
So 5064915 plus 2999496 is **8064411** | 8,064,411 | calculate 5064915+2999496 |
<think>so we need to add 4338293 and 2611747
4338293 has 7 digits, and 2611747 has 7 digits, the digits of a1 from small side is [3, 9, 2, 8, 3, 3, 4], the digits of b1 from small side is [7, 4, 7, 1, 1, 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 [3, 9, 2, 8, 3, 3, 4] and [7, 4, 7, 1, 1, 6, 2]
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 4
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 2:
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:
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 4:
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 5:
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 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 [0, 4, 0, 0, 5, 9, 6]and Final Answer is 6950040
</think>
So 4338293 plus 2611747 is **6950040** | 6,950,040 | calculate 4338293+2611747 |
<think>so we need to add 2550674 and 3285203
2550674 has 7 digits, and 3285203 has 7 digits, the digits of a1 from small side is [4, 7, 6, 0, 5, 5, 2], the digits of b1 from small side is [3, 0, 2, 5, 8, 2, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 7, 6, 0, 5, 5, 2] and [3, 0, 2, 5, 8, 2, 3]
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:
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:
6 plus 2
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 3:
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 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:
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 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 [7, 7, 8, 5, 3, 8, 5]and Final Answer is 5835877
</think>
So 2550674 plus 3285203 is **5835877** | 5,835,877 | calculate 2550674+3285203 |
<think>so we need to add 7294491 and 6221763
7294491 has 7 digits, and 6221763 has 7 digits, the digits of a1 from small side is [1, 9, 4, 4, 9, 2, 7], the digits of b1 from small side is [3, 6, 7, 1, 2, 2, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 9, 4, 4, 9, 2, 7] and [3, 6, 7, 1, 2, 2, 6]
now consider position 0:
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 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:
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:
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:
9 plus 2
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
2 plus 2
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 5, 2, 6, 1, 5, 3, 1]and Final Answer is 13516254
</think>
So 7294491 plus 6221763 is **13516254** | 13,516,254 | calculate 7294491+6221763 |
<think>so we need to add 6472785 and 1012595
6472785 has 7 digits, and 1012595 has 7 digits, the digits of a1 from small side is [5, 8, 7, 2, 7, 4, 6], the digits of b1 from small side is [5, 9, 5, 2, 1, 0, 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, 8, 7, 2, 7, 4, 6] and [5, 9, 5, 2, 1, 0, 1]
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 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:
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:
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:
7 plus 1
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
4 plus 0
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 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 [0, 8, 3, 5, 8, 4, 7]and Final Answer is 7485380
</think>
So 6472785 plus 1012595 is **7485380** | 7,485,380 | calculate 6472785+1012595 |
<think>so we need to add 5012635 and 2813714
5012635 has 7 digits, and 2813714 has 7 digits, the digits of a1 from small side is [5, 3, 6, 2, 1, 0, 5], the digits of b1 from small side is [4, 1, 7, 3, 1, 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, 3, 6, 2, 1, 0, 5] and [4, 1, 7, 3, 1, 8, 2]
now consider position 0:
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 1:
3 plus 1
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 2:
6 plus 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:
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:
1 plus 1
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 5:
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:
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.
we got list of digits [9, 4, 3, 6, 2, 8, 7]and Final Answer is 7826349
</think>
So 5012635 plus 2813714 is **7826349** | 7,826,349 | calculate 5012635+2813714 |
<think>so we need to add 8976118 and 9421175
8976118 has 7 digits, and 9421175 has 7 digits, the digits of a1 from small side is [8, 1, 1, 6, 7, 9, 8], the digits of b1 from small side is [5, 7, 1, 1, 2, 4, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 1, 1, 6, 7, 9, 8] and [5, 7, 1, 1, 2, 4, 9]
now consider position 0:
8 plus 5
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 1:
1 plus 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:
1 plus 1
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 3:
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:
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 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:
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 [3, 9, 2, 7, 9, 3, 8, 1]and Final Answer is 18397293
</think>
So 8976118 plus 9421175 is **18397293** | 18,397,293 | calculate 8976118+9421175 |
<think>so we need to add 9573661 and 3531862
9573661 has 7 digits, and 3531862 has 7 digits, the digits of a1 from small side is [1, 6, 6, 3, 7, 5, 9], the digits of b1 from small side is [2, 6, 8, 1, 3, 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 [1, 6, 6, 3, 7, 5, 9] and [2, 6, 8, 1, 3, 5, 3]
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:
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 2:
6 plus 8
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 3:
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:
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 5:
5 plus 5
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
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 [3, 2, 5, 5, 0, 1, 3, 1]and Final Answer is 13105523
</think>
So 9573661 plus 3531862 is **13105523** | 13,105,523 | calculate 9573661+3531862 |
<think>so we need to add 9159401 and 8994683
9159401 has 7 digits, and 8994683 has 7 digits, the digits of a1 from small side is [1, 0, 4, 9, 5, 1, 9], the digits of b1 from small side is [3, 8, 6, 4, 9, 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 [1, 0, 4, 9, 5, 1, 9] and [3, 8, 6, 4, 9, 9, 8]
now consider position 0:
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 1:
0 plus 8
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 2:
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:
9 plus 4
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 4:
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 5:
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 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 [4, 8, 0, 4, 5, 1, 8, 1]and Final Answer is 18154084
</think>
So 9159401 plus 8994683 is **18154084** | 18,154,084 | calculate 9159401+8994683 |
<think>so we need to add 6371489 and 7925241
6371489 has 7 digits, and 7925241 has 7 digits, the digits of a1 from small side is [9, 8, 4, 1, 7, 3, 6], the digits of b1 from small side is [1, 4, 2, 5, 2, 9, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 8, 4, 1, 7, 3, 6] and [1, 4, 2, 5, 2, 9, 7]
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:
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 2:
4 plus 2
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 3:
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 4:
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 5:
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 6:
6 plus 7
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 3, 7, 6, 9, 2, 4, 1]and Final Answer is 14296730
</think>
So 6371489 plus 7925241 is **14296730** | 14,296,730 | calculate 6371489+7925241 |
<think>so we need to add 7697710 and 8029786
7697710 has 7 digits, and 8029786 has 7 digits, the digits of a1 from small side is [0, 1, 7, 7, 9, 6, 7], the digits of b1 from small side is [6, 8, 7, 9, 2, 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 [0, 1, 7, 7, 9, 6, 7] and [6, 8, 7, 9, 2, 0, 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:
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:
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 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:
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 5:
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 6:
7 plus 8
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 9, 4, 7, 2, 7, 5, 1]and Final Answer is 15727496
</think>
So 7697710 plus 8029786 is **15727496** | 15,727,496 | calculate 7697710+8029786 |
<think>so we need to add 8611411 and 6360821
8611411 has 7 digits, and 6360821 has 7 digits, the digits of a1 from small side is [1, 1, 4, 1, 1, 6, 8], the digits of b1 from small side is [1, 2, 8, 0, 6, 3, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 1, 4, 1, 1, 6, 8] and [1, 2, 8, 0, 6, 3, 6]
now consider position 0:
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 1:
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 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:
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 4:
1 plus 6
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
6 plus 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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [2, 3, 2, 2, 7, 9, 4, 1]and Final Answer is 14972232
</think>
So 8611411 plus 6360821 is **14972232** | 14,972,232 | calculate 8611411+6360821 |
<think>so we need to add 5763403 and 5057586
5763403 has 7 digits, and 5057586 has 7 digits, the digits of a1 from small side is [3, 0, 4, 3, 6, 7, 5], the digits of b1 from small side is [6, 8, 5, 7, 5, 0, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 0, 4, 3, 6, 7, 5] and [6, 8, 5, 7, 5, 0, 5]
now consider position 0:
3 plus 6
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 1:
0 plus 8
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 2:
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:
3 plus 7
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
6 plus 5
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 5:
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 6:
5 plus 5
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [9, 8, 9, 0, 2, 8, 0, 1]and Final Answer is 10820989
</think>
So 5763403 plus 5057586 is **10820989** | 10,820,989 | calculate 5763403+5057586 |
<think>so we need to add 6667512 and 375673
6667512 has 7 digits, and 375673 has 6 digits, the digits of a1 from small side is [2, 1, 5, 7, 6, 6, 6], the digits of b1 from small side is [3, 7, 6, 5, 7, 3],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [3, 7, 6, 5, 7, 3, 0], a1 has digits [2, 1, 5, 7, 6, 6, 6]lest's calculate digits by digits
the two numbers are [2, 1, 5, 7, 6, 6, 6] and [3, 7, 6, 5, 7, 3, 0]
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:
1 plus 7
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 2:
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 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:
6 plus 7
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 5:
6 plus 3
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 6:
6 plus 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.
we got list of digits [5, 8, 1, 3, 4, 0, 7]and Final Answer is 7043185
</think>
So 6667512 plus 375673 is **7043185** | 7,043,185 | calculate 6667512+375673 |
<think>so we need to add 5519427 and 458103
5519427 has 7 digits, and 458103 has 6 digits, the digits of a1 from small side is [7, 2, 4, 9, 1, 5, 5], the digits of b1 from small side is [3, 0, 1, 8, 5, 4],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [3, 0, 1, 8, 5, 4, 0], a1 has digits [7, 2, 4, 9, 1, 5, 5]lest's calculate digits by digits
the two numbers are [7, 2, 4, 9, 1, 5, 5] and [3, 0, 1, 8, 5, 4, 0]
now consider position 0:
7 plus 3
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
2 plus 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:
4 plus 1
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 3:
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 4:
1 plus 5
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
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 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 [0, 3, 5, 7, 7, 9, 5]and Final Answer is 5977530
</think>
So 5519427 plus 458103 is **5977530** | 5,977,530 | calculate 5519427+458103 |
<think>so we need to add 9468330 and 7947876
9468330 has 7 digits, and 7947876 has 7 digits, the digits of a1 from small side is [0, 3, 3, 8, 6, 4, 9], the digits of b1 from small side is [6, 7, 8, 7, 4, 9, 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, 3, 3, 8, 6, 4, 9] and [6, 7, 8, 7, 4, 9, 7]
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 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 2:
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.
now consider position 3:
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 4:
6 plus 4
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
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 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 [6, 0, 2, 6, 1, 4, 7, 1]and Final Answer is 17416206
</think>
So 9468330 plus 7947876 is **17416206** | 17,416,206 | calculate 9468330+7947876 |
<think>so we need to add 9666992 and 4511924
9666992 has 7 digits, and 4511924 has 7 digits, the digits of a1 from small side is [2, 9, 9, 6, 6, 6, 9], the digits of b1 from small side is [4, 2, 9, 1, 1, 5, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 9, 9, 6, 6, 6, 9] and [4, 2, 9, 1, 1, 5, 4]
now consider position 0:
2 plus 4
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 1:
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:
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:
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:
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 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:
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 [6, 1, 9, 8, 7, 1, 4, 1]and Final Answer is 14178916
</think>
So 9666992 plus 4511924 is **14178916** | 14,178,916 | calculate 9666992+4511924 |
<think>so we need to add 4527792 and 1102158
4527792 has 7 digits, and 1102158 has 7 digits, the digits of a1 from small side is [2, 9, 7, 7, 2, 5, 4], the digits of b1 from small side is [8, 5, 1, 2, 0, 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, 9, 7, 7, 2, 5, 4] and [8, 5, 1, 2, 0, 1, 1]
now consider position 0:
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 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:
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:
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:
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:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
4 plus 1
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
we got list of digits [0, 5, 9, 9, 2, 6, 5]and Final Answer is 5629950
</think>
So 4527792 plus 1102158 is **5629950** | 5,629,950 | calculate 4527792+1102158 |
<think>so we need to add 9252772 and 1237578
9252772 has 7 digits, and 1237578 has 7 digits, the digits of a1 from small side is [2, 7, 7, 2, 5, 2, 9], the digits of b1 from small side is [8, 7, 5, 7, 3, 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 [2, 7, 7, 2, 5, 2, 9] and [8, 7, 5, 7, 3, 2, 1]
now consider position 0:
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 1:
7 plus 7
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 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:
2 plus 7
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
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 5:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 5, 3, 0, 9, 4, 0, 1]and Final Answer is 10490350
</think>
So 9252772 plus 1237578 is **10490350** | 10,490,350 | calculate 9252772+1237578 |
<think>so we need to add 3057722 and 5197600
3057722 has 7 digits, and 5197600 has 7 digits, the digits of a1 from small side is [2, 2, 7, 7, 5, 0, 3], the digits of b1 from small side is [0, 0, 6, 7, 9, 1, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 2, 7, 7, 5, 0, 3] and [0, 0, 6, 7, 9, 1, 5]
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 0
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 2:
7 plus 6
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
7 plus 7
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 4:
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 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:
3 plus 5
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
we got list of digits [2, 2, 3, 5, 5, 2, 8]and Final Answer is 8255322
</think>
So 3057722 plus 5197600 is **8255322** | 8,255,322 | calculate 3057722+5197600 |
<think>so we need to add 6584512 and 5481425
6584512 has 7 digits, and 5481425 has 7 digits, the digits of a1 from small side is [2, 1, 5, 4, 8, 5, 6], the digits of b1 from small side is [5, 2, 4, 1, 8, 4, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 1, 5, 4, 8, 5, 6] and [5, 2, 4, 1, 8, 4, 5]
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:
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 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:
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:
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:
5 plus 4
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 6:
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 [7, 3, 9, 5, 6, 0, 2, 1]and Final Answer is 12065937
</think>
So 6584512 plus 5481425 is **12065937** | 12,065,937 | calculate 6584512+5481425 |
<think>so we need to add 4676590 and 2514435
4676590 has 7 digits, and 2514435 has 7 digits, the digits of a1 from small side is [0, 9, 5, 6, 7, 6, 4], the digits of b1 from small side is [5, 3, 4, 4, 1, 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 [0, 9, 5, 6, 7, 6, 4] and [5, 3, 4, 4, 1, 5, 2]
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:
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:
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:
6 plus 4
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 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:
6 plus 5
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
4 plus 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 [5, 2, 0, 1, 9, 1, 7]and Final Answer is 7191025
</think>
So 4676590 plus 2514435 is **7191025** | 7,191,025 | calculate 4676590+2514435 |
<think>so we need to add 4922219 and 655852
4922219 has 7 digits, and 655852 has 6 digits, the digits of a1 from small side is [9, 1, 2, 2, 2, 9, 4], the digits of b1 from small side is [2, 5, 8, 5, 5, 6],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [2, 5, 8, 5, 5, 6, 0], a1 has digits [9, 1, 2, 2, 2, 9, 4]lest's calculate digits by digits
the two numbers are [9, 1, 2, 2, 2, 9, 4] and [2, 5, 8, 5, 5, 6, 0]
now consider position 0:
9 plus 2
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
1 plus 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:
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 3:
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 4:
2 plus 5
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
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:
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.
we got list of digits [1, 7, 0, 8, 7, 5, 5]and Final Answer is 5578071
</think>
So 4922219 plus 655852 is **5578071** | 5,578,071 | calculate 4922219+655852 |
<think>so we need to add 8520477 and 3062815
8520477 has 7 digits, and 3062815 has 7 digits, the digits of a1 from small side is [7, 7, 4, 0, 2, 5, 8], the digits of b1 from small side is [5, 1, 8, 2, 6, 0, 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, 7, 4, 0, 2, 5, 8] and [5, 1, 8, 2, 6, 0, 3]
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:
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 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:
0 plus 2
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 4:
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:
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 6:
8 plus 3
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [2, 9, 2, 3, 8, 5, 1, 1]and Final Answer is 11583292
</think>
So 8520477 plus 3062815 is **11583292** | 11,583,292 | calculate 8520477+3062815 |
<think>so we need to add 3127297 and 5242256
3127297 has 7 digits, and 5242256 has 7 digits, the digits of a1 from small side is [7, 9, 2, 7, 2, 1, 3], the digits of b1 from small side is [6, 5, 2, 2, 4, 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 [7, 9, 2, 7, 2, 1, 3] and [6, 5, 2, 2, 4, 2, 5]
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:
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:
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:
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:
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 5:
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 6:
3 plus 5
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
we got list of digits [3, 5, 5, 9, 6, 3, 8]and Final Answer is 8369553
</think>
So 3127297 plus 5242256 is **8369553** | 8,369,553 | calculate 3127297+5242256 |
<think>so we need to add 4273556 and 8135599
4273556 has 7 digits, and 8135599 has 7 digits, the digits of a1 from small side is [6, 5, 5, 3, 7, 2, 4], the digits of b1 from small side is [9, 9, 5, 5, 3, 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 [6, 5, 5, 3, 7, 2, 4] and [9, 9, 5, 5, 3, 1, 8]
now consider position 0:
6 plus 9
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 1:
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 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:
3 plus 5
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
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 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:
4 plus 8
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [5, 5, 1, 9, 0, 4, 2, 1]and Final Answer is 12409155
</think>
So 4273556 plus 8135599 is **12409155** | 12,409,155 | calculate 4273556+8135599 |
<think>so we need to add 2336139 and 5185718
2336139 has 7 digits, and 5185718 has 7 digits, the digits of a1 from small side is [9, 3, 1, 6, 3, 3, 2], the digits of b1 from small side is [8, 1, 7, 5, 8, 1, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 3, 1, 6, 3, 3, 2] and [8, 1, 7, 5, 8, 1, 5]
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:
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:
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:
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 4:
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.
now consider position 5:
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 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 [7, 5, 8, 1, 2, 5, 7]and Final Answer is 7521857
</think>
So 2336139 plus 5185718 is **7521857** | 7,521,857 | calculate 2336139+5185718 |
<think>so we need to add 2656561 and 6868009
2656561 has 7 digits, and 6868009 has 7 digits, the digits of a1 from small side is [1, 6, 5, 6, 5, 6, 2], the digits of b1 from small side is [9, 0, 0, 8, 6, 8, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 6, 5, 6, 5, 6, 2] and [9, 0, 0, 8, 6, 8, 6]
now consider position 0:
1 plus 9
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
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 2:
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 3:
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 4:
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 5:
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 6:
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.
we got list of digits [0, 7, 5, 4, 2, 5, 9]and Final Answer is 9524570
</think>
So 2656561 plus 6868009 is **9524570** | 9,524,570 | calculate 2656561+6868009 |
<think>so we need to add 593270 and 8870806
593270 has 6 digits, and 8870806 has 7 digits, the digits of a1 from small side is [0, 7, 2, 3, 9, 5], the digits of b1 from small side is [6, 0, 8, 0, 7, 8, 8],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [0, 7, 2, 3, 9, 5, 0], b1 has digits [6, 0, 8, 0, 7, 8, 8]lest's calculate digits by digits
the two numbers are [0, 7, 2, 3, 9, 5, 0] and [6, 0, 8, 0, 7, 8, 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:
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:
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 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:
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:
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 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 [6, 7, 0, 4, 6, 4, 9]and Final Answer is 9464076
</think>
So 593270 plus 8870806 is **9464076** | 9,464,076 | calculate 593270+8870806 |
<think>so we need to add 9293845 and 1931903
9293845 has 7 digits, and 1931903 has 7 digits, the digits of a1 from small side is [5, 4, 8, 3, 9, 2, 9], the digits of b1 from small side is [3, 0, 9, 1, 3, 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, 4, 8, 3, 9, 2, 9] and [3, 0, 9, 1, 3, 9, 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:
4 plus 0
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 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:
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:
9 plus 3
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 5:
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:
9 plus 1
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [8, 4, 7, 5, 2, 2, 1, 1]and Final Answer is 11225748
</think>
So 9293845 plus 1931903 is **11225748** | 11,225,748 | calculate 9293845+1931903 |
<think>so we need to add 51592 and 5511465
51592 has 5 digits, and 5511465 has 7 digits, the digits of a1 from small side is [2, 9, 5, 1, 5], the digits of b1 from small side is [5, 6, 4, 1, 1, 5, 5],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, 9, 5, 1, 5, 0, 0], b1 has digits [5, 6, 4, 1, 1, 5, 5]lest's calculate digits by digits
the two numbers are [2, 9, 5, 1, 5, 0, 0] and [5, 6, 4, 1, 1, 5, 5]
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:
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 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:
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 4:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 5:
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 6:
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.
we got list of digits [7, 5, 0, 3, 6, 5, 5]and Final Answer is 5563057
</think>
So 51592 plus 5511465 is **5563057** | 5,563,057 | calculate 51592+5511465 |
<think>so we need to add 7680640 and 7974104
7680640 has 7 digits, and 7974104 has 7 digits, the digits of a1 from small side is [0, 4, 6, 0, 8, 6, 7], the digits of b1 from small side is [4, 0, 1, 4, 7, 9, 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, 4, 6, 0, 8, 6, 7] and [4, 0, 1, 4, 7, 9, 7]
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:
4 plus 0
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 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:
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 4:
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 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:
7 plus 7
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 4, 7, 4, 5, 6, 5, 1]and Final Answer is 15654744
</think>
So 7680640 plus 7974104 is **15654744** | 15,654,744 | calculate 7680640+7974104 |
<think>so we need to add 2562920 and 2464098
2562920 has 7 digits, and 2464098 has 7 digits, the digits of a1 from small side is [0, 2, 9, 2, 6, 5, 2], the digits of b1 from small side is [8, 9, 0, 4, 6, 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 [0, 2, 9, 2, 6, 5, 2] and [8, 9, 0, 4, 6, 4, 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:
2 plus 9
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 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:
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 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:
5 plus 4
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 6:
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 [8, 1, 0, 7, 2, 0, 5]and Final Answer is 5027018
</think>
So 2562920 plus 2464098 is **5027018** | 5,027,018 | calculate 2562920+2464098 |
<think>so we need to add 9920904 and 2696536
9920904 has 7 digits, and 2696536 has 7 digits, the digits of a1 from small side is [4, 0, 9, 0, 2, 9, 9], the digits of b1 from small side is [6, 3, 5, 6, 9, 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 [4, 0, 9, 0, 2, 9, 9] and [6, 3, 5, 6, 9, 6, 2]
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 3
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 2:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 3:
0 plus 6
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 4:
2 plus 9
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
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 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 [0, 4, 4, 7, 1, 6, 2, 1]and Final Answer is 12617440
</think>
So 9920904 plus 2696536 is **12617440** | 12,617,440 | calculate 9920904+2696536 |
<think>so we need to add 6741147 and 532492
6741147 has 7 digits, and 532492 has 6 digits, the digits of a1 from small side is [7, 4, 1, 1, 4, 7, 6], the digits of b1 from small side is [2, 9, 4, 2, 3, 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 [2, 9, 4, 2, 3, 5, 0], a1 has digits [7, 4, 1, 1, 4, 7, 6]lest's calculate digits by digits
the two numbers are [7, 4, 1, 1, 4, 7, 6] and [2, 9, 4, 2, 3, 5, 0]
now consider position 0:
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 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:
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:
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 4:
4 plus 3
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
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 6:
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.
we got list of digits [9, 3, 6, 3, 7, 2, 7]and Final Answer is 7273639
</think>
So 6741147 plus 532492 is **7273639** | 7,273,639 | calculate 6741147+532492 |
<think>so we need to add 2716260 and 611725
2716260 has 7 digits, and 611725 has 6 digits, the digits of a1 from small side is [0, 6, 2, 6, 1, 7, 2], the digits of b1 from small side is [5, 2, 7, 1, 1, 6],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [5, 2, 7, 1, 1, 6, 0], a1 has digits [0, 6, 2, 6, 1, 7, 2]lest's calculate digits by digits
the two numbers are [0, 6, 2, 6, 1, 7, 2] and [5, 2, 7, 1, 1, 6, 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:
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:
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 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:
1 plus 1
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 5:
7 plus 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:
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.
we got list of digits [5, 8, 9, 7, 2, 3, 3]and Final Answer is 3327985
</think>
So 2716260 plus 611725 is **3327985** | 3,327,985 | calculate 2716260+611725 |
<think>so we need to add 5725512 and 7812794
5725512 has 7 digits, and 7812794 has 7 digits, the digits of a1 from small side is [2, 1, 5, 5, 2, 7, 5], the digits of b1 from small side is [4, 9, 7, 2, 1, 8, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 1, 5, 5, 2, 7, 5] and [4, 9, 7, 2, 1, 8, 7]
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:
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:
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:
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 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:
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 6:
5 plus 7
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 0, 3, 8, 3, 5, 3, 1]and Final Answer is 13538306
</think>
So 5725512 plus 7812794 is **13538306** | 13,538,306 | calculate 5725512+7812794 |
<think>so we need to add 8539202 and 7888087
8539202 has 7 digits, and 7888087 has 7 digits, the digits of a1 from small side is [2, 0, 2, 9, 3, 5, 8], the digits of b1 from small side is [7, 8, 0, 8, 8, 8, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 0, 2, 9, 3, 5, 8] and [7, 8, 0, 8, 8, 8, 7]
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:
0 plus 8
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 2:
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:
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 4:
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.
now consider position 5:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [9, 8, 2, 7, 2, 4, 6, 1]and Final Answer is 16427289
</think>
So 8539202 plus 7888087 is **16427289** | 16,427,289 | calculate 8539202+7888087 |
<think>so we need to add 6205096 and 8347920
6205096 has 7 digits, and 8347920 has 7 digits, the digits of a1 from small side is [6, 9, 0, 5, 0, 2, 6], the digits of b1 from small side is [0, 2, 9, 7, 4, 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 [6, 9, 0, 5, 0, 2, 6] and [0, 2, 9, 7, 4, 3, 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:
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 9
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 3:
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 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:
2 plus 3
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 6:
6 plus 8
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 1, 0, 3, 5, 5, 4, 1]and Final Answer is 14553016
</think>
So 6205096 plus 8347920 is **14553016** | 14,553,016 | calculate 6205096+8347920 |
<think>so we need to add 9674283 and 1432237
9674283 has 7 digits, and 1432237 has 7 digits, the digits of a1 from small side is [3, 8, 2, 4, 7, 6, 9], the digits of b1 from small side is [7, 3, 2, 2, 3, 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 [3, 8, 2, 4, 7, 6, 9] and [7, 3, 2, 2, 3, 4, 1]
now consider position 0:
3 plus 7
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
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:
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:
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 4:
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 5:
6 plus 4
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
9 plus 1
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 2, 5, 6, 0, 1, 1, 1]and Final Answer is 11106520
</think>
So 9674283 plus 1432237 is **11106520** | 11,106,520 | calculate 9674283+1432237 |
<think>so we need to add 5778502 and 2946759
5778502 has 7 digits, and 2946759 has 7 digits, the digits of a1 from small side is [2, 0, 5, 8, 7, 7, 5], the digits of b1 from small side is [9, 5, 7, 6, 4, 9, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 0, 5, 8, 7, 7, 5] and [9, 5, 7, 6, 4, 9, 2]
now consider position 0:
2 plus 9
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
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:
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:
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 4:
7 plus 4
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 5:
7 plus 9
result is 16 and carry from last stage is 1.
with carry added, we got 17
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 6:
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 [1, 6, 2, 5, 2, 7, 8]and Final Answer is 8725261
</think>
So 5778502 plus 2946759 is **8725261** | 8,725,261 | calculate 5778502+2946759 |
<think>so we need to add 8498869 and 2877048
8498869 has 7 digits, and 2877048 has 7 digits, the digits of a1 from small side is [9, 6, 8, 8, 9, 4, 8], the digits of b1 from small side is [8, 4, 0, 7, 7, 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 [9, 6, 8, 8, 9, 4, 8] and [8, 4, 0, 7, 7, 8, 2]
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:
6 plus 4
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 2:
8 plus 0
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 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:
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 5:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 1, 9, 5, 7, 3, 1, 1]and Final Answer is 11375917
</think>
So 8498869 plus 2877048 is **11375917** | 11,375,917 | calculate 8498869+2877048 |
<think>so we need to add 5037215 and 4459929
5037215 has 7 digits, and 4459929 has 7 digits, the digits of a1 from small side is [5, 1, 2, 7, 3, 0, 5], the digits of b1 from small side is [9, 2, 9, 9, 5, 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 [5, 1, 2, 7, 3, 0, 5] and [9, 2, 9, 9, 5, 4, 4]
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:
1 plus 2
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 2:
2 plus 9
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 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:
3 plus 5
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 5:
0 plus 4
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 6:
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 [4, 4, 1, 7, 9, 4, 9]and Final Answer is 9497144
</think>
So 5037215 plus 4459929 is **9497144** | 9,497,144 | calculate 5037215+4459929 |
<think>so we need to add 1646617 and 205776
1646617 has 7 digits, and 205776 has 6 digits, the digits of a1 from small side is [7, 1, 6, 6, 4, 6, 1], the digits of b1 from small side is [6, 7, 7, 5, 0, 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 [6, 7, 7, 5, 0, 2, 0], a1 has digits [7, 1, 6, 6, 4, 6, 1]lest's calculate digits by digits
the two numbers are [7, 1, 6, 6, 4, 6, 1] and [6, 7, 7, 5, 0, 2, 0]
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:
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:
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:
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 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:
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 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 [3, 9, 3, 2, 5, 8, 1]and Final Answer is 1852393
</think>
So 1646617 plus 205776 is **1852393** | 1,852,393 | calculate 1646617+205776 |
<think>so we need to add 6080938 and 9383170
6080938 has 7 digits, and 9383170 has 7 digits, the digits of a1 from small side is [8, 3, 9, 0, 8, 0, 6], the digits of b1 from small side is [0, 7, 1, 3, 8, 3, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 3, 9, 0, 8, 0, 6] and [0, 7, 1, 3, 8, 3, 9]
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:
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 2:
9 plus 1
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 3:
0 plus 3
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 4:
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:
0 plus 3
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [8, 0, 1, 4, 6, 4, 5, 1]and Final Answer is 15464108
</think>
So 6080938 plus 9383170 is **15464108** | 15,464,108 | calculate 6080938+9383170 |
<think>so we need to add 2930441 and 7019931
2930441 has 7 digits, and 7019931 has 7 digits, the digits of a1 from small side is [1, 4, 4, 0, 3, 9, 2], the digits of b1 from small side is [1, 3, 9, 9, 1, 0, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 4, 4, 0, 3, 9, 2] and [1, 3, 9, 9, 1, 0, 7]
now consider position 0:
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 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:
4 plus 9
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
0 plus 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:
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 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:
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.
we got list of digits [2, 7, 3, 0, 5, 9, 9]and Final Answer is 9950372
</think>
So 2930441 plus 7019931 is **9950372** | 9,950,372 | calculate 2930441+7019931 |
<think>so we need to add 4665543 and 7772627
4665543 has 7 digits, and 7772627 has 7 digits, the digits of a1 from small side is [3, 4, 5, 5, 6, 6, 4], the digits of b1 from small side is [7, 2, 6, 2, 7, 7, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 4, 5, 5, 6, 6, 4] and [7, 2, 6, 2, 7, 7, 7]
now consider position 0:
3 plus 7
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
4 plus 2
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
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 3:
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 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:
6 plus 7
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 6:
4 plus 7
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 7, 1, 8, 3, 4, 2, 1]and Final Answer is 12438170
</think>
So 4665543 plus 7772627 is **12438170** | 12,438,170 | calculate 4665543+7772627 |
<think>so we need to add 5107805 and 5737211
5107805 has 7 digits, and 5737211 has 7 digits, the digits of a1 from small side is [5, 0, 8, 7, 0, 1, 5], the digits of b1 from small side is [1, 1, 2, 7, 3, 7, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [5, 0, 8, 7, 0, 1, 5] and [1, 1, 2, 7, 3, 7, 5]
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:
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 2:
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 3:
7 plus 7
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 4:
0 plus 3
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 5:
1 plus 7
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
5 plus 5
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 1, 0, 5, 4, 8, 0, 1]and Final Answer is 10845016
</think>
So 5107805 plus 5737211 is **10845016** | 10,845,016 | calculate 5107805+5737211 |
<think>so we need to add 5077507 and 5346203
5077507 has 7 digits, and 5346203 has 7 digits, the digits of a1 from small side is [7, 0, 5, 7, 7, 0, 5], the digits of b1 from small side is [3, 0, 2, 6, 4, 3, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [7, 0, 5, 7, 7, 0, 5] and [3, 0, 2, 6, 4, 3, 5]
now consider position 0:
7 plus 3
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
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:
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 3:
7 plus 6
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 4:
7 plus 4
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 5:
0 plus 3
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 6:
5 plus 5
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 1, 7, 3, 2, 4, 0, 1]and Final Answer is 10423710
</think>
So 5077507 plus 5346203 is **10423710** | 10,423,710 | calculate 5077507+5346203 |
<think>so we need to add 368212 and 8500051
368212 has 6 digits, and 8500051 has 7 digits, the digits of a1 from small side is [2, 1, 2, 8, 6, 3], the digits of b1 from small side is [1, 5, 0, 0, 0, 5, 8],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [2, 1, 2, 8, 6, 3, 0], b1 has digits [1, 5, 0, 0, 0, 5, 8]lest's calculate digits by digits
the two numbers are [2, 1, 2, 8, 6, 3, 0] and [1, 5, 0, 0, 0, 5, 8]
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:
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 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:
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 4:
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 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:
0 plus 8
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
we got list of digits [3, 6, 2, 8, 6, 8, 8]and Final Answer is 8868263
</think>
So 368212 plus 8500051 is **8868263** | 8,868,263 | calculate 368212+8500051 |
<think>so we need to add 6289206 and 9270914
6289206 has 7 digits, and 9270914 has 7 digits, the digits of a1 from small side is [6, 0, 2, 9, 8, 2, 6], the digits of b1 from small side is [4, 1, 9, 0, 7, 2, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [6, 0, 2, 9, 8, 2, 6] and [4, 1, 9, 0, 7, 2, 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:
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:
2 plus 9
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 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:
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 5:
2 plus 2
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 2, 1, 0, 6, 5, 5, 1]and Final Answer is 15560120
</think>
So 6289206 plus 9270914 is **15560120** | 15,560,120 | calculate 6289206+9270914 |
<think>so we need to add 2576695 and 923568
2576695 has 7 digits, and 923568 has 6 digits, the digits of a1 from small side is [5, 9, 6, 6, 7, 5, 2], the digits of b1 from small side is [8, 6, 5, 3, 2, 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 [8, 6, 5, 3, 2, 9, 0], a1 has digits [5, 9, 6, 6, 7, 5, 2]lest's calculate digits by digits
the two numbers are [5, 9, 6, 6, 7, 5, 2] and [8, 6, 5, 3, 2, 9, 0]
now consider position 0:
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 1:
9 plus 6
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 2:
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 3:
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 4:
7 plus 2
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
5 plus 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 6:
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.
we got list of digits [3, 6, 2, 0, 0, 5, 3]and Final Answer is 3500263
</think>
So 2576695 plus 923568 is **3500263** | 3,500,263 | calculate 2576695+923568 |
<think>so we need to add 2782500 and 5931158
2782500 has 7 digits, and 5931158 has 7 digits, the digits of a1 from small side is [0, 0, 5, 2, 8, 7, 2], the digits of b1 from small side is [8, 5, 1, 1, 3, 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 [0, 0, 5, 2, 8, 7, 2] and [8, 5, 1, 1, 3, 9, 5]
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:
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:
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:
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:
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:
7 plus 9
result is 16 and carry from last stage is 1.
with carry added, we got 17
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 6:
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.
we got list of digits [8, 5, 6, 3, 1, 7, 8]and Final Answer is 8713658
</think>
So 2782500 plus 5931158 is **8713658** | 8,713,658 | calculate 2782500+5931158 |
<think>so we need to add 2474634 and 7718457
2474634 has 7 digits, and 7718457 has 7 digits, the digits of a1 from small side is [4, 3, 6, 4, 7, 4, 2], the digits of b1 from small side is [7, 5, 4, 8, 1, 7, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 3, 6, 4, 7, 4, 2] and [7, 5, 4, 8, 1, 7, 7]
now consider position 0:
4 plus 7
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
3 plus 5
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
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:
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:
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:
4 plus 7
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 9, 0, 3, 9, 1, 0, 1]and Final Answer is 10193091
</think>
So 2474634 plus 7718457 is **10193091** | 10,193,091 | calculate 2474634+7718457 |
<think>so we need to add 1969995 and 3578184
1969995 has 7 digits, and 3578184 has 7 digits, the digits of a1 from small side is [5, 9, 9, 9, 6, 9, 1], the digits of b1 from small side is [4, 8, 1, 8, 7, 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, 9, 9, 9, 6, 9, 1] and [4, 8, 1, 8, 7, 5, 3]
now consider position 0:
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 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:
9 plus 1
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 3:
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 4:
6 plus 7
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 5:
9 plus 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 6:
1 plus 3
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
we got list of digits [9, 7, 1, 8, 4, 5, 5]and Final Answer is 5548179
</think>
So 1969995 plus 3578184 is **5548179** | 5,548,179 | calculate 1969995+3578184 |
<think>so we need to add 6662590 and 3092050
6662590 has 7 digits, and 3092050 has 7 digits, the digits of a1 from small side is [0, 9, 5, 2, 6, 6, 6], the digits of b1 from small side is [0, 5, 0, 2, 9, 0, 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, 9, 5, 2, 6, 6, 6] and [0, 5, 0, 2, 9, 0, 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:
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 2:
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 3:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 4:
6 plus 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:
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 6:
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.
we got list of digits [0, 4, 6, 4, 5, 7, 9]and Final Answer is 9754640
</think>
So 6662590 plus 3092050 is **9754640** | 9,754,640 | calculate 6662590+3092050 |
<think>so we need to add 5611871 and 59839
5611871 has 7 digits, and 59839 has 5 digits, the digits of a1 from small side is [1, 7, 8, 1, 1, 6, 5], the digits of b1 from small side is [9, 3, 8, 9, 5],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 [9, 3, 8, 9, 5, 0, 0], a1 has digits [1, 7, 8, 1, 1, 6, 5]lest's calculate digits by digits
the two numbers are [1, 7, 8, 1, 1, 6, 5] and [9, 3, 8, 9, 5, 0, 0]
now consider position 0:
1 plus 9
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
7 plus 3
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 2:
8 plus 8
result is 16 and carry from last stage is 1.
with carry added, we got 17
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 3:
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 4:
1 plus 5
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
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:
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 [0, 1, 7, 1, 7, 6, 5]and Final Answer is 5671710
</think>
So 5611871 plus 59839 is **5671710** | 5,671,710 | calculate 5611871+59839 |
<think>so we need to add 5720932 and 5381164
5720932 has 7 digits, and 5381164 has 7 digits, the digits of a1 from small side is [2, 3, 9, 0, 2, 7, 5], the digits of b1 from small side is [4, 6, 1, 1, 8, 3, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 3, 9, 0, 2, 7, 5] and [4, 6, 1, 1, 8, 3, 5]
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:
3 plus 6
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
9 plus 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 1
result is 1 and carry from last stage is 1.
with carry added, we got 2
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 4:
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:
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 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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 9, 0, 2, 0, 1, 1, 1]and Final Answer is 11102096
</think>
So 5720932 plus 5381164 is **11102096** | 11,102,096 | calculate 5720932+5381164 |
<think>so we need to add 912409 and 3396001
912409 has 6 digits, and 3396001 has 7 digits, the digits of a1 from small side is [9, 0, 4, 2, 1, 9], the digits of b1 from small side is [1, 0, 0, 6, 9, 3, 3],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [9, 0, 4, 2, 1, 9, 0], b1 has digits [1, 0, 0, 6, 9, 3, 3]lest's calculate digits by digits
the two numbers are [9, 0, 4, 2, 1, 9, 0] and [1, 0, 0, 6, 9, 3, 3]
now consider position 0:
9 plus 1
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
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:
4 plus 0
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 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:
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 5:
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 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 [0, 1, 4, 8, 0, 3, 4]and Final Answer is 4308410
</think>
So 912409 plus 3396001 is **4308410** | 4,308,410 | calculate 912409+3396001 |
<think>so we need to add 74242 and 4422050
74242 has 5 digits, and 4422050 has 7 digits, the digits of a1 from small side is [2, 4, 2, 4, 7], the digits of b1 from small side is [0, 5, 0, 2, 2, 4, 4],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, 4, 2, 4, 7, 0, 0], b1 has digits [0, 5, 0, 2, 2, 4, 4]lest's calculate digits by digits
the two numbers are [2, 4, 2, 4, 7, 0, 0] and [0, 5, 0, 2, 2, 4, 4]
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:
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 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:
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 4:
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 5:
0 plus 4
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 6:
0 plus 4
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
we got list of digits [2, 9, 2, 6, 9, 4, 4]and Final Answer is 4496292
</think>
So 74242 plus 4422050 is **4496292** | 4,496,292 | calculate 74242+4422050 |
<think>so we need to add 6612491 and 3534778
6612491 has 7 digits, and 3534778 has 7 digits, the digits of a1 from small side is [1, 9, 4, 2, 1, 6, 6], the digits of b1 from small side is [8, 7, 7, 4, 3, 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 [1, 9, 4, 2, 1, 6, 6] and [8, 7, 7, 4, 3, 5, 3]
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:
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:
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:
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 4:
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 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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [9, 6, 2, 7, 4, 1, 0, 1]and Final Answer is 10147269
</think>
So 6612491 plus 3534778 is **10147269** | 10,147,269 | calculate 6612491+3534778 |
<think>so we need to add 4862494 and 3496276
4862494 has 7 digits, and 3496276 has 7 digits, the digits of a1 from small side is [4, 9, 4, 2, 6, 8, 4], the digits of b1 from small side is [6, 7, 2, 6, 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 [4, 9, 4, 2, 6, 8, 4] and [6, 7, 2, 6, 9, 4, 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:
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 2:
4 plus 2
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 3:
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:
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 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:
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 [0, 7, 7, 8, 5, 3, 8]and Final Answer is 8358770
</think>
So 4862494 plus 3496276 is **8358770** | 8,358,770 | calculate 4862494+3496276 |
<think>so we need to add 4747810 and 4896331
4747810 has 7 digits, and 4896331 has 7 digits, the digits of a1 from small side is [0, 1, 8, 7, 4, 7, 4], the digits of b1 from small side is [1, 3, 3, 6, 9, 8, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [0, 1, 8, 7, 4, 7, 4] and [1, 3, 3, 6, 9, 8, 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:
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 2:
8 plus 3
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 3:
7 plus 6
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 4:
4 plus 9
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 5:
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 6:
4 plus 4
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
we got list of digits [1, 4, 1, 4, 4, 6, 9]and Final Answer is 9644141
</think>
So 4747810 plus 4896331 is **9644141** | 9,644,141 | calculate 4747810+4896331 |
<think>so we need to add 7037761 and 2284578
7037761 has 7 digits, and 2284578 has 7 digits, the digits of a1 from small side is [1, 6, 7, 7, 3, 0, 7], the digits of b1 from small side is [8, 7, 5, 4, 8, 2, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 6, 7, 7, 3, 0, 7] and [8, 7, 5, 4, 8, 2, 2]
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:
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:
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:
7 plus 4
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 4:
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.
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:
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 [9, 3, 3, 2, 2, 3, 9]and Final Answer is 9322339
</think>
So 7037761 plus 2284578 is **9322339** | 9,322,339 | calculate 7037761+2284578 |
<think>so we need to add 5343966 and 4459217
5343966 has 7 digits, and 4459217 has 7 digits, the digits of a1 from small side is [6, 6, 9, 3, 4, 3, 5], the digits of b1 from small side is [7, 1, 2, 9, 5, 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 [6, 6, 9, 3, 4, 3, 5] and [7, 1, 2, 9, 5, 4, 4]
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:
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 2:
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 3:
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 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:
3 plus 4
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
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 [3, 8, 1, 3, 0, 8, 9]and Final Answer is 9803183
</think>
So 5343966 plus 4459217 is **9803183** | 9,803,183 | calculate 5343966+4459217 |
<think>so we need to add 1684361 and 6203590
1684361 has 7 digits, and 6203590 has 7 digits, the digits of a1 from small side is [1, 6, 3, 4, 8, 6, 1], the digits of b1 from small side is [0, 9, 5, 3, 0, 2, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 6, 3, 4, 8, 6, 1] and [0, 9, 5, 3, 0, 2, 6]
now consider position 0:
1 plus 0
result is 1 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 1.
now consider position 1:
6 plus 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:
3 plus 5
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
4 plus 3
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 4:
8 plus 0
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
6 plus 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 6:
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.
we got list of digits [1, 5, 9, 7, 8, 8, 7]and Final Answer is 7887951
</think>
So 1684361 plus 6203590 is **7887951** | 7,887,951 | calculate 1684361+6203590 |
<think>so we need to add 7846434 and 3119757
7846434 has 7 digits, and 3119757 has 7 digits, the digits of a1 from small side is [4, 3, 4, 6, 4, 8, 7], the digits of b1 from small side is [7, 5, 7, 9, 1, 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, 3, 4, 6, 4, 8, 7] and [7, 5, 7, 9, 1, 1, 3]
now consider position 0:
4 plus 7
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
3 plus 5
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
4 plus 7
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 3:
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 4:
4 plus 1
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 5:
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:
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, 9, 1, 6, 6, 9, 0, 1]and Final Answer is 10966191
</think>
So 7846434 plus 3119757 is **10966191** | 10,966,191 | calculate 7846434+3119757 |
<think>so we need to add 5329558 and 687024
5329558 has 7 digits, and 687024 has 6 digits, the digits of a1 from small side is [8, 5, 5, 9, 2, 3, 5], the digits of b1 from small side is [4, 2, 0, 7, 8, 6],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [4, 2, 0, 7, 8, 6, 0], a1 has digits [8, 5, 5, 9, 2, 3, 5]lest's calculate digits by digits
the two numbers are [8, 5, 5, 9, 2, 3, 5] and [4, 2, 0, 7, 8, 6, 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:
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 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 3:
9 plus 7
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 4:
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:
3 plus 6
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 6:
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 [2, 8, 5, 6, 1, 0, 6]and Final Answer is 6016582
</think>
So 5329558 plus 687024 is **6016582** | 6,016,582 | calculate 5329558+687024 |
<think>so we need to add 4509075 and 7655633
4509075 has 7 digits, and 7655633 has 7 digits, the digits of a1 from small side is [5, 7, 0, 9, 0, 5, 4], the digits of b1 from small side is [3, 3, 6, 5, 5, 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, 7, 0, 9, 0, 5, 4] and [3, 3, 6, 5, 5, 6, 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:
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:
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:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 4:
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:
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 7
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [8, 0, 7, 4, 6, 1, 2, 1]and Final Answer is 12164708
</think>
So 4509075 plus 7655633 is **12164708** | 12,164,708 | calculate 4509075+7655633 |
<think>so we need to add 1703647 and 403388
1703647 has 7 digits, and 403388 has 6 digits, the digits of a1 from small side is [7, 4, 6, 3, 0, 7, 1], the digits of b1 from small side is [8, 8, 3, 3, 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 [8, 8, 3, 3, 0, 4, 0], a1 has digits [7, 4, 6, 3, 0, 7, 1]lest's calculate digits by digits
the two numbers are [7, 4, 6, 3, 0, 7, 1] and [8, 8, 3, 3, 0, 4, 0]
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 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:
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:
3 plus 3
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 4:
0 plus 0
result is 0 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 0.
now consider position 5:
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:
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.
we got list of digits [5, 3, 0, 7, 0, 1, 2]and Final Answer is 2107035
</think>
So 1703647 plus 403388 is **2107035** | 2,107,035 | calculate 1703647+403388 |
<think>so we need to add 2887221 and 2933417
2887221 has 7 digits, and 2933417 has 7 digits, the digits of a1 from small side is [1, 2, 2, 7, 8, 8, 2], the digits of b1 from small side is [7, 1, 4, 3, 3, 9, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 2, 2, 7, 8, 8, 2] and [7, 1, 4, 3, 3, 9, 2]
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:
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 2:
2 plus 4
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 3:
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:
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:
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 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 [8, 3, 6, 0, 2, 8, 5]and Final Answer is 5820638
</think>
So 2887221 plus 2933417 is **5820638** | 5,820,638 | calculate 2887221+2933417 |
<think>so we need to add 900795 and 5690400
900795 has 6 digits, and 5690400 has 7 digits, the digits of a1 from small side is [5, 9, 7, 0, 0, 9], the digits of b1 from small side is [0, 0, 4, 0, 9, 6, 5],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, 7, 0, 0, 9, 0], b1 has digits [0, 0, 4, 0, 9, 6, 5]lest's calculate digits by digits
the two numbers are [5, 9, 7, 0, 0, 9, 0] and [0, 0, 4, 0, 9, 6, 5]
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 0
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
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 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 9
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 5:
9 plus 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:
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.
we got list of digits [5, 9, 1, 1, 9, 5, 6]and Final Answer is 6591195
</think>
So 900795 plus 5690400 is **6591195** | 6,591,195 | calculate 900795+5690400 |
<think>so we need to add 2565288 and 6252042
2565288 has 7 digits, and 6252042 has 7 digits, the digits of a1 from small side is [8, 8, 2, 5, 6, 5, 2], the digits of b1 from small side is [2, 4, 0, 2, 5, 2, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 8, 2, 5, 6, 5, 2] and [2, 4, 0, 2, 5, 2, 6]
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:
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 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:
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 4:
6 plus 5
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
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 6:
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.
we got list of digits [0, 3, 3, 7, 1, 8, 8]and Final Answer is 8817330
</think>
So 2565288 plus 6252042 is **8817330** | 8,817,330 | calculate 2565288+6252042 |
<think>so we need to add 9163395 and 3780515
9163395 has 7 digits, and 3780515 has 7 digits, the digits of a1 from small side is [5, 9, 3, 3, 6, 1, 9], the digits of b1 from small side is [5, 1, 5, 0, 8, 7, 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, 9, 3, 3, 6, 1, 9] and [5, 1, 5, 0, 8, 7, 3]
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:
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 2:
3 plus 5
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
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 4:
6 plus 8
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 5:
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:
9 plus 3
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 1, 9, 3, 4, 9, 2, 1]and Final Answer is 12943910
</think>
So 9163395 plus 3780515 is **12943910** | 12,943,910 | calculate 9163395+3780515 |
<think>so we need to add 3086515 and 580734
3086515 has 7 digits, and 580734 has 6 digits, the digits of a1 from small side is [5, 1, 5, 6, 8, 0, 3], the digits of b1 from small side is [4, 3, 7, 0, 8, 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, 3, 7, 0, 8, 5, 0], a1 has digits [5, 1, 5, 6, 8, 0, 3]lest's calculate digits by digits
the two numbers are [5, 1, 5, 6, 8, 0, 3] and [4, 3, 7, 0, 8, 5, 0]
now consider position 0:
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 1:
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 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:
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 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:
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:
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.
we got list of digits [9, 4, 2, 7, 6, 6, 3]and Final Answer is 3667249
</think>
So 3086515 plus 580734 is **3667249** | 3,667,249 | calculate 3086515+580734 |
<think>so we need to add 2465814 and 8970345
2465814 has 7 digits, and 8970345 has 7 digits, the digits of a1 from small side is [4, 1, 8, 5, 6, 4, 2], the digits of b1 from small side is [5, 4, 3, 0, 7, 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 [4, 1, 8, 5, 6, 4, 2] and [5, 4, 3, 0, 7, 9, 8]
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:
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:
8 plus 3
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 3:
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 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:
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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [9, 5, 1, 6, 3, 4, 1, 1]and Final Answer is 11436159
</think>
So 2465814 plus 8970345 is **11436159** | 11,436,159 | calculate 2465814+8970345 |
<think>so we need to add 1438856 and 977616
1438856 has 7 digits, and 977616 has 6 digits, the digits of a1 from small side is [6, 5, 8, 8, 3, 4, 1], the digits of b1 from small side is [6, 1, 6, 7, 7, 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 [6, 1, 6, 7, 7, 9, 0], a1 has digits [6, 5, 8, 8, 3, 4, 1]lest's calculate digits by digits
the two numbers are [6, 5, 8, 8, 3, 4, 1] and [6, 1, 6, 7, 7, 9, 0]
now consider position 0:
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 1:
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 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 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 4:
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 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:
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.
we got list of digits [2, 7, 4, 6, 1, 4, 2]and Final Answer is 2416472
</think>
So 1438856 plus 977616 is **2416472** | 2,416,472 | calculate 1438856+977616 |
<think>so we need to add 8242434 and 9190922
8242434 has 7 digits, and 9190922 has 7 digits, the digits of a1 from small side is [4, 3, 4, 2, 4, 2, 8], the digits of b1 from small side is [2, 2, 9, 0, 9, 1, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 3, 4, 2, 4, 2, 8] and [2, 2, 9, 0, 9, 1, 9]
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:
3 plus 2
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 2:
4 plus 9
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
2 plus 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:
4 plus 9
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 5:
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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 5, 3, 3, 3, 4, 7, 1]and Final Answer is 17433356
</think>
So 8242434 plus 9190922 is **17433356** | 17,433,356 | calculate 8242434+9190922 |
<think>so we need to add 1469327 and 665944
1469327 has 7 digits, and 665944 has 6 digits, the digits of a1 from small side is [7, 2, 3, 9, 6, 4, 1], the digits of b1 from small side is [4, 4, 9, 5, 6, 6],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [4, 4, 9, 5, 6, 6, 0], a1 has digits [7, 2, 3, 9, 6, 4, 1]lest's calculate digits by digits
the two numbers are [7, 2, 3, 9, 6, 4, 1] and [4, 4, 9, 5, 6, 6, 0]
now consider position 0:
7 plus 4
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
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:
3 plus 9
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 3:
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 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:
4 plus 6
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
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.
we got list of digits [1, 7, 2, 5, 3, 1, 2]and Final Answer is 2135271
</think>
So 1469327 plus 665944 is **2135271** | 2,135,271 | calculate 1469327+665944 |
<think>so we need to add 657360 and 8699891
657360 has 6 digits, and 8699891 has 7 digits, the digits of a1 from small side is [0, 6, 3, 7, 5, 6], the digits of b1 from small side is [1, 9, 8, 9, 9, 6, 8],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [0, 6, 3, 7, 5, 6, 0], b1 has digits [1, 9, 8, 9, 9, 6, 8]lest's calculate digits by digits
the two numbers are [0, 6, 3, 7, 5, 6, 0] and [1, 9, 8, 9, 9, 6, 8]
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:
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:
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.
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:
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 5:
6 plus 6
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 6:
0 plus 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 [1, 5, 2, 7, 5, 3, 9]and Final Answer is 9357251
</think>
So 657360 plus 8699891 is **9357251** | 9,357,251 | calculate 657360+8699891 |
<think>so we need to add 8480787 and 1239142
8480787 has 7 digits, and 1239142 has 7 digits, the digits of a1 from small side is [7, 8, 7, 0, 8, 4, 8], the digits of b1 from small side is [2, 4, 1, 9, 3, 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 [7, 8, 7, 0, 8, 4, 8] and [2, 4, 1, 9, 3, 2, 1]
now consider position 0:
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 1:
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 2:
7 plus 1
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
0 plus 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 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:
4 plus 2
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 6:
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.
we got list of digits [9, 2, 9, 9, 1, 7, 9]and Final Answer is 9719929
</think>
So 8480787 plus 1239142 is **9719929** | 9,719,929 | calculate 8480787+1239142 |
<think>so we need to add 5276124 and 2885325
5276124 has 7 digits, and 2885325 has 7 digits, the digits of a1 from small side is [4, 2, 1, 6, 7, 2, 5], the digits of b1 from small side is [5, 2, 3, 5, 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 [4, 2, 1, 6, 7, 2, 5] and [5, 2, 3, 5, 8, 8, 2]
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 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:
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 3:
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 4:
7 plus 8
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 5:
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:
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 [9, 4, 4, 1, 6, 1, 8]and Final Answer is 8161449
</think>
So 5276124 plus 2885325 is **8161449** | 8,161,449 | calculate 5276124+2885325 |
<think>so we need to add 9218430 and 1500419
9218430 has 7 digits, and 1500419 has 7 digits, the digits of a1 from small side is [0, 3, 4, 8, 1, 2, 9], the digits of b1 from small side is [9, 1, 4, 0, 0, 5, 1],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [0, 3, 4, 8, 1, 2, 9] and [9, 1, 4, 0, 0, 5, 1]
now consider position 0:
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 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:
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:
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 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:
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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [9, 4, 8, 8, 1, 7, 0, 1]and Final Answer is 10718849
</think>
So 9218430 plus 1500419 is **10718849** | 10,718,849 | calculate 9218430+1500419 |
<think>so we need to add 4195126 and 5484590
4195126 has 7 digits, and 5484590 has 7 digits, the digits of a1 from small side is [6, 2, 1, 5, 9, 1, 4], the digits of b1 from small side is [0, 9, 5, 4, 8, 4, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [6, 2, 1, 5, 9, 1, 4] and [0, 9, 5, 4, 8, 4, 5]
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:
2 plus 9
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 2:
1 plus 5
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 3:
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 4:
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 5:
1 plus 4
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
4 plus 5
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
we got list of digits [6, 1, 7, 9, 7, 6, 9]and Final Answer is 9679716
</think>
So 4195126 plus 5484590 is **9679716** | 9,679,716 | calculate 4195126+5484590 |
<think>so we need to add 9783503 and 5205323
9783503 has 7 digits, and 5205323 has 7 digits, the digits of a1 from small side is [3, 0, 5, 3, 8, 7, 9], the digits of b1 from small side is [3, 2, 3, 5, 0, 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 [3, 0, 5, 3, 8, 7, 9] and [3, 2, 3, 5, 0, 2, 5]
now consider position 0:
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 1:
0 plus 2
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 2:
5 plus 3
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 3:
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:
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:
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 6:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 2, 8, 8, 8, 9, 4, 1]and Final Answer is 14988826
</think>
So 9783503 plus 5205323 is **14988826** | 14,988,826 | calculate 9783503+5205323 |
<think>so we need to add 9253303 and 1568496
9253303 has 7 digits, and 1568496 has 7 digits, the digits of a1 from small side is [3, 0, 3, 3, 5, 2, 9], the digits of b1 from small side is [6, 9, 4, 8, 6, 5, 1],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 0, 3, 3, 5, 2, 9] and [6, 9, 4, 8, 6, 5, 1]
now consider position 0:
3 plus 6
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 1:
0 plus 9
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
3 plus 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 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:
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 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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [9, 9, 7, 1, 2, 8, 0, 1]and Final Answer is 10821799
</think>
So 9253303 plus 1568496 is **10821799** | 10,821,799 | calculate 9253303+1568496 |
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