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<think>so we need to add 2185409 and 6880056
2185409 has 7 digits, and 6880056 has 7 digits, the digits of a1 from small side is [9, 0, 4, 5, 8, 1, 2], the digits of b1 from small side is [6, 5, 0, 0, 8, 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 [9, 0, 4, 5, 8, 1, 2] and [6, 5, 0, 0, 8, 8, 6]
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:
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:
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:
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:
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:
1 plus 8
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 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 [5, 6, 4, 5, 6, 0, 9]and Final Answer is 9065465
</think>
So 2185409 plus 6880056 is **9065465**
| 9,065,465
|
calculate 2185409+6880056
|
<think>so we need to add 2100498 and 4225727
2100498 has 7 digits, and 4225727 has 7 digits, the digits of a1 from small side is [8, 9, 4, 0, 0, 1, 2], the digits of b1 from small side is [7, 2, 7, 5, 2, 2, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 9, 4, 0, 0, 1, 2] and [7, 2, 7, 5, 2, 2, 4]
now consider position 0:
8 plus 7
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 1:
9 plus 2
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 2:
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:
0 plus 5
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 4:
0 plus 2
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 5:
1 plus 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:
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.
we got list of digits [5, 2, 2, 6, 2, 3, 6]and Final Answer is 6326225
</think>
So 2100498 plus 4225727 is **6326225**
| 6,326,225
|
calculate 2100498+4225727
|
<think>so we need to add 7745172 and 3391114
7745172 has 7 digits, and 3391114 has 7 digits, the digits of a1 from small side is [2, 7, 1, 5, 4, 7, 7], the digits of b1 from small side is [4, 1, 1, 1, 9, 3, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 7, 1, 5, 4, 7, 7] and [4, 1, 1, 1, 9, 3, 3]
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:
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 2:
1 plus 1
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 3:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 4:
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:
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:
7 plus 3
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 8, 2, 6, 3, 1, 1, 1]and Final Answer is 11136286
</think>
So 7745172 plus 3391114 is **11136286**
| 11,136,286
|
calculate 7745172+3391114
|
<think>so we need to add 400664 and 6663961
400664 has 6 digits, and 6663961 has 7 digits, the digits of a1 from small side is [4, 6, 6, 0, 0, 4], the digits of b1 from small side is [1, 6, 9, 3, 6, 6, 6],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [4, 6, 6, 0, 0, 4, 0], b1 has digits [1, 6, 9, 3, 6, 6, 6]lest's calculate digits by digits
the two numbers are [4, 6, 6, 0, 0, 4, 0] and [1, 6, 9, 3, 6, 6, 6]
now consider position 0:
4 plus 1
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 1:
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 9
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 3:
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:
0 plus 6
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 5:
4 plus 6
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 6:
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.
we got list of digits [5, 2, 6, 4, 6, 0, 7]and Final Answer is 7064625
</think>
So 400664 plus 6663961 is **7064625**
| 7,064,625
|
calculate 400664+6663961
|
<think>so we need to add 3886387 and 9826749
3886387 has 7 digits, and 9826749 has 7 digits, the digits of a1 from small side is [7, 8, 3, 6, 8, 8, 3], the digits of b1 from small side is [9, 4, 7, 6, 2, 8, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [7, 8, 3, 6, 8, 8, 3] and [9, 4, 7, 6, 2, 8, 9]
now consider position 0:
7 plus 9
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 1:
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:
3 plus 7
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 3:
6 plus 6
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 4:
8 plus 2
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
8 plus 8
result is 16 and carry from last stage is 1.
with carry added, we got 17
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 6:
3 plus 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 [6, 3, 1, 3, 1, 7, 3, 1]and Final Answer is 13713136
</think>
So 3886387 plus 9826749 is **13713136**
| 13,713,136
|
calculate 3886387+9826749
|
<think>so we need to add 9198299 and 5095804
9198299 has 7 digits, and 5095804 has 7 digits, the digits of a1 from small side is [9, 9, 2, 8, 9, 1, 9], the digits of b1 from small side is [4, 0, 8, 5, 9, 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 [9, 9, 2, 8, 9, 1, 9] and [4, 0, 8, 5, 9, 0, 5]
now consider position 0:
9 plus 4
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 1:
9 plus 0
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 2:
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 3:
8 plus 5
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 4:
9 plus 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 5:
1 plus 0
result is 1 and carry from last stage is 1.
with carry added, we got 2
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 6:
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 [3, 0, 1, 4, 9, 2, 4, 1]and Final Answer is 14294103
</think>
So 9198299 plus 5095804 is **14294103**
| 14,294,103
|
calculate 9198299+5095804
|
<think>so we need to add 2677427 and 4987409
2677427 has 7 digits, and 4987409 has 7 digits, the digits of a1 from small side is [7, 2, 4, 7, 7, 6, 2], the digits of b1 from small side is [9, 0, 4, 7, 8, 9, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [7, 2, 4, 7, 7, 6, 2] and [9, 0, 4, 7, 8, 9, 4]
now consider position 0:
7 plus 9
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 1:
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 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:
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 4:
7 plus 8
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 5:
6 plus 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:
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 [6, 3, 8, 4, 6, 6, 7]and Final Answer is 7664836
</think>
So 2677427 plus 4987409 is **7664836**
| 7,664,836
|
calculate 2677427+4987409
|
<think>so we need to add 2549981 and 3244011
2549981 has 7 digits, and 3244011 has 7 digits, the digits of a1 from small side is [1, 8, 9, 9, 4, 5, 2], the digits of b1 from small side is [1, 1, 0, 4, 4, 2, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 8, 9, 9, 4, 5, 2] and [1, 1, 0, 4, 4, 2, 3]
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:
8 plus 1
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
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 3:
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 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:
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 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 [2, 9, 9, 3, 9, 7, 5]and Final Answer is 5793992
</think>
So 2549981 plus 3244011 is **5793992**
| 5,793,992
|
calculate 2549981+3244011
|
<think>so we need to add 5021670 and 8371014
5021670 has 7 digits, and 8371014 has 7 digits, the digits of a1 from small side is [0, 7, 6, 1, 2, 0, 5], the digits of b1 from small side is [4, 1, 0, 1, 7, 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 [0, 7, 6, 1, 2, 0, 5] and [4, 1, 0, 1, 7, 3, 8]
now consider position 0:
0 plus 4
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 1:
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 2:
6 plus 0
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 3:
1 plus 1
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 4:
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 5:
0 plus 3
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 8, 6, 2, 9, 3, 3, 1]and Final Answer is 13392684
</think>
So 5021670 plus 8371014 is **13392684**
| 13,392,684
|
calculate 5021670+8371014
|
<think>so we need to add 7421707 and 2643639
7421707 has 7 digits, and 2643639 has 7 digits, the digits of a1 from small side is [7, 0, 7, 1, 2, 4, 7], the digits of b1 from small side is [9, 3, 6, 3, 4, 6, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [7, 0, 7, 1, 2, 4, 7] and [9, 3, 6, 3, 4, 6, 2]
now consider position 0:
7 plus 9
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 1:
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:
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:
1 plus 3
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 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:
4 plus 6
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 6:
7 plus 2
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 4, 3, 5, 6, 0, 0, 1]and Final Answer is 10065346
</think>
So 7421707 plus 2643639 is **10065346**
| 10,065,346
|
calculate 7421707+2643639
|
<think>so we need to add 9997643 and 2748317
9997643 has 7 digits, and 2748317 has 7 digits, the digits of a1 from small side is [3, 4, 6, 7, 9, 9, 9], the digits of b1 from small side is [7, 1, 3, 8, 4, 7, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 4, 6, 7, 9, 9, 9] and [7, 1, 3, 8, 4, 7, 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:
4 plus 1
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 2:
6 plus 3
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
7 plus 8
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 4:
9 plus 4
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 5:
9 plus 7
result is 16 and carry from last stage is 1.
with carry added, we got 17
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 6:
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, 6, 9, 5, 4, 7, 2, 1]and Final Answer is 12745960
</think>
So 9997643 plus 2748317 is **12745960**
| 12,745,960
|
calculate 9997643+2748317
|
<think>so we need to add 7044792 and 3283183
7044792 has 7 digits, and 3283183 has 7 digits, the digits of a1 from small side is [2, 9, 7, 4, 4, 0, 7], the digits of b1 from small side is [3, 8, 1, 3, 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 [2, 9, 7, 4, 4, 0, 7] and [3, 8, 1, 3, 8, 2, 3]
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:
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:
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:
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:
4 plus 8
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 5:
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 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 [5, 7, 9, 7, 2, 3, 0, 1]and Final Answer is 10327975
</think>
So 7044792 plus 3283183 is **10327975**
| 10,327,975
|
calculate 7044792+3283183
|
<think>so we need to add 1963877 and 2870705
1963877 has 7 digits, and 2870705 has 7 digits, the digits of a1 from small side is [7, 7, 8, 3, 6, 9, 1], the digits of b1 from small side is [5, 0, 7, 0, 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 [7, 7, 8, 3, 6, 9, 1] and [5, 0, 7, 0, 7, 8, 2]
now consider position 0:
7 plus 5
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 1:
7 plus 0
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 2:
8 plus 7
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 3:
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:
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:
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 6:
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.
we got list of digits [2, 8, 5, 4, 3, 8, 4]and Final Answer is 4834582
</think>
So 1963877 plus 2870705 is **4834582**
| 4,834,582
|
calculate 1963877+2870705
|
<think>so we need to add 996018 and 3906064
996018 has 6 digits, and 3906064 has 7 digits, the digits of a1 from small side is [8, 1, 0, 6, 9, 9], the digits of b1 from small side is [4, 6, 0, 6, 0, 9, 3],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [8, 1, 0, 6, 9, 9, 0], b1 has digits [4, 6, 0, 6, 0, 9, 3]lest's calculate digits by digits
the two numbers are [8, 1, 0, 6, 9, 9, 0] and [4, 6, 0, 6, 0, 9, 3]
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:
1 plus 6
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 2:
0 plus 0
result is 0 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 0.
now consider position 3:
6 plus 6
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 4:
9 plus 0
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
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 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 [2, 8, 0, 2, 0, 9, 4]and Final Answer is 4902082
</think>
So 996018 plus 3906064 is **4902082**
| 4,902,082
|
calculate 996018+3906064
|
<think>so we need to add 2580350 and 4005217
2580350 has 7 digits, and 4005217 has 7 digits, the digits of a1 from small side is [0, 5, 3, 0, 8, 5, 2], the digits of b1 from small side is [7, 1, 2, 5, 0, 0, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [0, 5, 3, 0, 8, 5, 2] and [7, 1, 2, 5, 0, 0, 4]
now consider position 0:
0 plus 7
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 2:
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 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:
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:
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:
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.
we got list of digits [7, 6, 5, 5, 8, 5, 6]and Final Answer is 6585567
</think>
So 2580350 plus 4005217 is **6585567**
| 6,585,567
|
calculate 2580350+4005217
|
<think>so we need to add 3386599 and 9378454
3386599 has 7 digits, and 9378454 has 7 digits, the digits of a1 from small side is [9, 9, 5, 6, 8, 3, 3], the digits of b1 from small side is [4, 5, 4, 8, 7, 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 [9, 9, 5, 6, 8, 3, 3] and [4, 5, 4, 8, 7, 3, 9]
now consider position 0:
9 plus 4
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 1:
9 plus 5
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 2:
5 plus 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 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 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:
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 6:
3 plus 9
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [3, 5, 0, 5, 6, 7, 2, 1]and Final Answer is 12765053
</think>
So 3386599 plus 9378454 is **12765053**
| 12,765,053
|
calculate 3386599+9378454
|
<think>so we need to add 6059042 and 3674143
6059042 has 7 digits, and 3674143 has 7 digits, the digits of a1 from small side is [2, 4, 0, 9, 5, 0, 6], the digits of b1 from small side is [3, 4, 1, 4, 7, 6, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 4, 0, 9, 5, 0, 6] and [3, 4, 1, 4, 7, 6, 3]
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:
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 2:
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 3:
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 4:
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 5:
0 plus 6
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 6:
6 plus 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 [5, 8, 1, 3, 3, 7, 9]and Final Answer is 9733185
</think>
So 6059042 plus 3674143 is **9733185**
| 9,733,185
|
calculate 6059042+3674143
|
<think>so we need to add 6021205 and 3869301
6021205 has 7 digits, and 3869301 has 7 digits, the digits of a1 from small side is [5, 0, 2, 1, 2, 0, 6], the digits of b1 from small side is [1, 0, 3, 9, 6, 8, 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, 0, 2, 1, 2, 0, 6] and [1, 0, 3, 9, 6, 8, 3]
now consider position 0:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 1:
0 plus 0
result is 0 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 0.
now consider position 2:
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 3:
1 plus 9
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
2 plus 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 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:
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 [6, 0, 5, 0, 9, 8, 9]and Final Answer is 9890506
</think>
So 6021205 plus 3869301 is **9890506**
| 9,890,506
|
calculate 6021205+3869301
|
<think>so we need to add 8623581 and 1394044
8623581 has 7 digits, and 1394044 has 7 digits, the digits of a1 from small side is [1, 8, 5, 3, 2, 6, 8], the digits of b1 from small side is [4, 4, 0, 4, 9, 3, 1],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 8, 5, 3, 2, 6, 8] and [4, 4, 0, 4, 9, 3, 1]
now consider position 0:
1 plus 4
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 1:
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:
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:
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 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:
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:
8 plus 1
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [5, 2, 6, 7, 1, 0, 0, 1]and Final Answer is 10017625
</think>
So 8623581 plus 1394044 is **10017625**
| 10,017,625
|
calculate 8623581+1394044
|
<think>so we need to add 6764008 and 8585840
6764008 has 7 digits, and 8585840 has 7 digits, the digits of a1 from small side is [8, 0, 0, 4, 6, 7, 6], the digits of b1 from small side is [0, 4, 8, 5, 8, 5, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 0, 0, 4, 6, 7, 6] and [0, 4, 8, 5, 8, 5, 8]
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:
0 plus 4
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 2:
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 3:
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 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:
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 6:
6 plus 8
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [8, 4, 8, 9, 4, 3, 5, 1]and Final Answer is 15349848
</think>
So 6764008 plus 8585840 is **15349848**
| 15,349,848
|
calculate 6764008+8585840
|
<think>so we need to add 5113320 and 5079731
5113320 has 7 digits, and 5079731 has 7 digits, the digits of a1 from small side is [0, 2, 3, 3, 1, 1, 5], the digits of b1 from small side is [1, 3, 7, 9, 7, 0, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [0, 2, 3, 3, 1, 1, 5] and [1, 3, 7, 9, 7, 0, 5]
now consider position 0:
0 plus 1
result is 1 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 1.
now consider position 1:
2 plus 3
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 2:
3 plus 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:
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:
1 plus 7
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 5:
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:
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 [1, 5, 0, 3, 9, 1, 0, 1]and Final Answer is 10193051
</think>
So 5113320 plus 5079731 is **10193051**
| 10,193,051
|
calculate 5113320+5079731
|
<think>so we need to add 576661 and 8588201
576661 has 6 digits, and 8588201 has 7 digits, the digits of a1 from small side is [1, 6, 6, 6, 7, 5], the digits of b1 from small side is [1, 0, 2, 8, 8, 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 [1, 6, 6, 6, 7, 5, 0], b1 has digits [1, 0, 2, 8, 8, 5, 8]lest's calculate digits by digits
the two numbers are [1, 6, 6, 6, 7, 5, 0] and [1, 0, 2, 8, 8, 5, 8]
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:
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 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:
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:
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:
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:
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 [2, 6, 8, 4, 6, 1, 9]and Final Answer is 9164862
</think>
So 576661 plus 8588201 is **9164862**
| 9,164,862
|
calculate 576661+8588201
|
<think>so we need to add 6978681 and 507366
6978681 has 7 digits, and 507366 has 6 digits, the digits of a1 from small side is [1, 8, 6, 8, 7, 9, 6], the digits of b1 from small side is [6, 6, 3, 7, 0, 5],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [6, 6, 3, 7, 0, 5, 0], a1 has digits [1, 8, 6, 8, 7, 9, 6]lest's calculate digits by digits
the two numbers are [1, 8, 6, 8, 7, 9, 6] and [6, 6, 3, 7, 0, 5, 0]
now consider position 0:
1 plus 6
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
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 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:
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:
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 5:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 6:
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 [7, 4, 0, 6, 8, 4, 7]and Final Answer is 7486047
</think>
So 6978681 plus 507366 is **7486047**
| 7,486,047
|
calculate 6978681+507366
|
<think>so we need to add 7102869 and 4239284
7102869 has 7 digits, and 4239284 has 7 digits, the digits of a1 from small side is [9, 6, 8, 2, 0, 1, 7], the digits of b1 from small side is [4, 8, 2, 9, 3, 2, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 6, 8, 2, 0, 1, 7] and [4, 8, 2, 9, 3, 2, 4]
now consider position 0:
9 plus 4
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 1:
6 plus 8
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 2:
8 plus 2
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 3:
2 plus 9
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 4:
0 plus 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 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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [3, 5, 1, 2, 4, 3, 1, 1]and Final Answer is 11342153
</think>
So 7102869 plus 4239284 is **11342153**
| 11,342,153
|
calculate 7102869+4239284
|
<think>so we need to add 8536338 and 9310103
8536338 has 7 digits, and 9310103 has 7 digits, the digits of a1 from small side is [8, 3, 3, 6, 3, 5, 8], the digits of b1 from small side is [3, 0, 1, 0, 1, 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, 3, 6, 3, 5, 8] and [3, 0, 1, 0, 1, 3, 9]
now consider position 0:
8 plus 3
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
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 2:
3 plus 1
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 3:
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 4:
3 plus 1
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 5:
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 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 [1, 4, 4, 6, 4, 8, 7, 1]and Final Answer is 17846441
</think>
So 8536338 plus 9310103 is **17846441**
| 17,846,441
|
calculate 8536338+9310103
|
<think>so we need to add 1851753 and 3407412
1851753 has 7 digits, and 3407412 has 7 digits, the digits of a1 from small side is [3, 5, 7, 1, 5, 8, 1], the digits of b1 from small side is [2, 1, 4, 7, 0, 4, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 5, 7, 1, 5, 8, 1] and [2, 1, 4, 7, 0, 4, 3]
now consider position 0:
3 plus 2
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 1:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 2:
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:
1 plus 7
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
5 plus 0
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 5:
8 plus 4
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 6:
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 [5, 6, 1, 9, 5, 2, 5]and Final Answer is 5259165
</think>
So 1851753 plus 3407412 is **5259165**
| 5,259,165
|
calculate 1851753+3407412
|
<think>so we need to add 4452444 and 1820193
4452444 has 7 digits, and 1820193 has 7 digits, the digits of a1 from small side is [4, 4, 4, 2, 5, 4, 4], the digits of b1 from small side is [3, 9, 1, 0, 2, 8, 1],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 4, 4, 2, 5, 4, 4] and [3, 9, 1, 0, 2, 8, 1]
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:
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:
4 plus 1
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 3:
2 plus 0
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 4:
5 plus 2
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
4 plus 8
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 6:
4 plus 1
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
we got list of digits [7, 3, 6, 2, 7, 2, 6]and Final Answer is 6272637
</think>
So 4452444 plus 1820193 is **6272637**
| 6,272,637
|
calculate 4452444+1820193
|
<think>so we need to add 3448763 and 7502714
3448763 has 7 digits, and 7502714 has 7 digits, the digits of a1 from small side is [3, 6, 7, 8, 4, 4, 3], the digits of b1 from small side is [4, 1, 7, 2, 0, 5, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 6, 7, 8, 4, 4, 3] and [4, 1, 7, 2, 0, 5, 7]
now consider position 0:
3 plus 4
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
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 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:
8 plus 2
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 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:
4 plus 5
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 6:
3 plus 7
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 7, 4, 1, 5, 9, 0, 1]and Final Answer is 10951477
</think>
So 3448763 plus 7502714 is **10951477**
| 10,951,477
|
calculate 3448763+7502714
|
<think>so we need to add 153585 and 5848083
153585 has 6 digits, and 5848083 has 7 digits, the digits of a1 from small side is [5, 8, 5, 3, 5, 1], the digits of b1 from small side is [3, 8, 0, 8, 4, 8, 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, 8, 5, 3, 5, 1, 0], b1 has digits [3, 8, 0, 8, 4, 8, 5]lest's calculate digits by digits
the two numbers are [5, 8, 5, 3, 5, 1, 0] and [3, 8, 0, 8, 4, 8, 5]
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:
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:
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 4
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
1 plus 8
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 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 [8, 6, 6, 1, 0, 0, 6]and Final Answer is 6001668
</think>
So 153585 plus 5848083 is **6001668**
| 6,001,668
|
calculate 153585+5848083
|
<think>so we need to add 1242804 and 5876709
1242804 has 7 digits, and 5876709 has 7 digits, the digits of a1 from small side is [4, 0, 8, 2, 4, 2, 1], the digits of b1 from small side is [9, 0, 7, 6, 7, 8, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 0, 8, 2, 4, 2, 1] and [9, 0, 7, 6, 7, 8, 5]
now consider position 0:
4 plus 9
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 1:
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:
8 plus 7
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 3:
2 plus 6
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
4 plus 7
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
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:
1 plus 5
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
we got list of digits [3, 1, 5, 9, 1, 1, 7]and Final Answer is 7119513
</think>
So 1242804 plus 5876709 is **7119513**
| 7,119,513
|
calculate 1242804+5876709
|
<think>so we need to add 9466186 and 6894031
9466186 has 7 digits, and 6894031 has 7 digits, the digits of a1 from small side is [6, 8, 1, 6, 6, 4, 9], the digits of b1 from small side is [1, 3, 0, 4, 9, 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 [6, 8, 1, 6, 6, 4, 9] and [1, 3, 0, 4, 9, 8, 6]
now consider position 0:
6 plus 1
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
8 plus 3
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 2:
1 plus 0
result is 1 and carry from last stage is 1.
with carry added, we got 2
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 3:
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 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:
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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 1, 2, 0, 6, 3, 6, 1]and Final Answer is 16360217
</think>
So 9466186 plus 6894031 is **16360217**
| 16,360,217
|
calculate 9466186+6894031
|
<think>so we need to add 2495454 and 822514
2495454 has 7 digits, and 822514 has 6 digits, the digits of a1 from small side is [4, 5, 4, 5, 9, 4, 2], the digits of b1 from small side is [4, 1, 5, 2, 2, 8],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [4, 1, 5, 2, 2, 8, 0], a1 has digits [4, 5, 4, 5, 9, 4, 2]lest's calculate digits by digits
the two numbers are [4, 5, 4, 5, 9, 4, 2] and [4, 1, 5, 2, 2, 8, 0]
now consider position 0:
4 plus 4
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 1:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 2:
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:
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:
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:
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:
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 [8, 6, 9, 7, 1, 3, 3]and Final Answer is 3317968
</think>
So 2495454 plus 822514 is **3317968**
| 3,317,968
|
calculate 2495454+822514
|
<think>so we need to add 2656933 and 1064268
2656933 has 7 digits, and 1064268 has 7 digits, the digits of a1 from small side is [3, 3, 9, 6, 5, 6, 2], the digits of b1 from small side is [8, 6, 2, 4, 6, 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 [3, 3, 9, 6, 5, 6, 2] and [8, 6, 2, 4, 6, 0, 1]
now consider position 0:
3 plus 8
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
3 plus 6
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 2:
9 plus 2
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 3:
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:
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 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:
2 plus 1
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
we got list of digits [1, 0, 2, 1, 2, 7, 3]and Final Answer is 3721201
</think>
So 2656933 plus 1064268 is **3721201**
| 3,721,201
|
calculate 2656933+1064268
|
<think>so we need to add 7207837 and 5250236
7207837 has 7 digits, and 5250236 has 7 digits, the digits of a1 from small side is [7, 3, 8, 7, 0, 2, 7], the digits of b1 from small side is [6, 3, 2, 0, 5, 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, 3, 8, 7, 0, 2, 7] and [6, 3, 2, 0, 5, 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:
3 plus 3
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
8 plus 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 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 4:
0 plus 5
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 5:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 6:
7 plus 5
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [3, 7, 0, 8, 5, 4, 2, 1]and Final Answer is 12458073
</think>
So 7207837 plus 5250236 is **12458073**
| 12,458,073
|
calculate 7207837+5250236
|
<think>so we need to add 12004 and 64451
12004 has 5 digits, and 64451 has 5 digits, the digits of a1 from small side is [4, 0, 0, 2, 1], the digits of b1 from small side is [1, 5, 4, 4, 6],let's first align two number,
number1 has 5 digits, number2 has 5 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, 0, 2, 1] and [1, 5, 4, 4, 6]
now consider position 0:
4 plus 1
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 1:
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:
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 3:
2 plus 4
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 4:
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 [5, 5, 4, 6, 7]and Final Answer is 76455
</think>
So 12004 plus 64451 is **76455**
| 76,455
|
calculate 12004+64451
|
<think>so we need to add 611560 and 485301
611560 has 6 digits, and 485301 has 6 digits, the digits of a1 from small side is [0, 6, 5, 1, 1, 6], the digits of b1 from small side is [1, 0, 3, 5, 8, 4],let's first align two number,
number1 has 6 digits, number2 has 6 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [0, 6, 5, 1, 1, 6] and [1, 0, 3, 5, 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:
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 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:
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:
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:
6 plus 4
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 6, 8, 6, 9, 0, 1]and Final Answer is 1096861
</think>
So 611560 plus 485301 is **1096861**
| 1,096,861
|
calculate 611560+485301
|
<think>so we need to add 27324 and 7474645
27324 has 5 digits, and 7474645 has 7 digits, the digits of a1 from small side is [4, 2, 3, 7, 2], the digits of b1 from small side is [5, 4, 6, 4, 7, 4, 7],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 [4, 2, 3, 7, 2, 0, 0], b1 has digits [5, 4, 6, 4, 7, 4, 7]lest's calculate digits by digits
the two numbers are [4, 2, 3, 7, 2, 0, 0] and [5, 4, 6, 4, 7, 4, 7]
now consider position 0:
4 plus 5
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 1:
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 2:
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 3:
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 4:
2 plus 7
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
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 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, 6, 9, 1, 0, 5, 7]and Final Answer is 7501969
</think>
So 27324 plus 7474645 is **7501969**
| 7,501,969
|
calculate 27324+7474645
|
<think>so we need to add 2719194 and 7181368
2719194 has 7 digits, and 7181368 has 7 digits, the digits of a1 from small side is [4, 9, 1, 9, 1, 7, 2], the digits of b1 from small side is [8, 6, 3, 1, 8, 1, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 9, 1, 9, 1, 7, 2] and [8, 6, 3, 1, 8, 1, 7]
now consider position 0:
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 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:
1 plus 3
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 3:
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 4:
1 plus 8
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 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:
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, 6, 5, 0, 0, 9, 9]and Final Answer is 9900562
</think>
So 2719194 plus 7181368 is **9900562**
| 9,900,562
|
calculate 2719194+7181368
|
<think>so we need to add 4127908 and 9010281
4127908 has 7 digits, and 9010281 has 7 digits, the digits of a1 from small side is [8, 0, 9, 7, 2, 1, 4], the digits of b1 from small side is [1, 8, 2, 0, 1, 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 [8, 0, 9, 7, 2, 1, 4] and [1, 8, 2, 0, 1, 0, 9]
now consider position 0:
8 plus 1
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 1:
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:
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:
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 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:
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:
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 [9, 8, 1, 8, 3, 1, 3, 1]and Final Answer is 13138189
</think>
So 4127908 plus 9010281 is **13138189**
| 13,138,189
|
calculate 4127908+9010281
|
<think>so we need to add 3083644 and 2125112
3083644 has 7 digits, and 2125112 has 7 digits, the digits of a1 from small side is [4, 4, 6, 3, 8, 0, 3], the digits of b1 from small side is [2, 1, 1, 5, 2, 1, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 4, 6, 3, 8, 0, 3] and [2, 1, 1, 5, 2, 1, 2]
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:
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 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:
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 2
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
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 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.
we got list of digits [6, 5, 7, 8, 0, 2, 5]and Final Answer is 5208756
</think>
So 3083644 plus 2125112 is **5208756**
| 5,208,756
|
calculate 3083644+2125112
|
<think>so we need to add 6904275 and 9546413
6904275 has 7 digits, and 9546413 has 7 digits, the digits of a1 from small side is [5, 7, 2, 4, 0, 9, 6], the digits of b1 from small side is [3, 1, 4, 6, 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, 7, 2, 4, 0, 9, 6] and [3, 1, 4, 6, 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:
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 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:
4 plus 6
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
0 plus 4
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 5:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [8, 8, 6, 0, 5, 4, 6, 1]and Final Answer is 16450688
</think>
So 6904275 plus 9546413 is **16450688**
| 16,450,688
|
calculate 6904275+9546413
|
<think>so we need to add 1464179 and 4675589
1464179 has 7 digits, and 4675589 has 7 digits, the digits of a1 from small side is [9, 7, 1, 4, 6, 4, 1], the digits of b1 from small side is [9, 8, 5, 5, 7, 6, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 7, 1, 4, 6, 4, 1] and [9, 8, 5, 5, 7, 6, 4]
now consider position 0:
9 plus 9
result is 18 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 8.
now consider position 1:
7 plus 8
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 2:
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:
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 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 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 4
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
we got list of digits [8, 6, 7, 9, 3, 1, 6]and Final Answer is 6139768
</think>
So 1464179 plus 4675589 is **6139768**
| 6,139,768
|
calculate 1464179+4675589
|
<think>so we need to add 546180 and 7628237
546180 has 6 digits, and 7628237 has 7 digits, the digits of a1 from small side is [0, 8, 1, 6, 4, 5], the digits of b1 from small side is [7, 3, 2, 8, 2, 6, 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 [0, 8, 1, 6, 4, 5, 0], b1 has digits [7, 3, 2, 8, 2, 6, 7]lest's calculate digits by digits
the two numbers are [0, 8, 1, 6, 4, 5, 0] and [7, 3, 2, 8, 2, 6, 7]
now consider position 0:
0 plus 7
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
8 plus 3
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 2:
1 plus 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:
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:
4 plus 2
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
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:
0 plus 7
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
we got list of digits [7, 1, 4, 4, 7, 1, 8]and Final Answer is 8174417
</think>
So 546180 plus 7628237 is **8174417**
| 8,174,417
|
calculate 546180+7628237
|
<think>so we need to add 7028008 and 3479632
7028008 has 7 digits, and 3479632 has 7 digits, the digits of a1 from small side is [8, 0, 0, 8, 2, 0, 7], the digits of b1 from small side is [2, 3, 6, 9, 7, 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 [8, 0, 0, 8, 2, 0, 7] and [2, 3, 6, 9, 7, 4, 3]
now consider position 0:
8 plus 2
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
0 plus 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:
0 plus 6
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 3:
8 plus 9
result is 17 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 4:
2 plus 7
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
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 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 [0, 4, 6, 7, 0, 5, 0, 1]and Final Answer is 10507640
</think>
So 7028008 plus 3479632 is **10507640**
| 10,507,640
|
calculate 7028008+3479632
|
<think>so we need to add 8975780 and 9011391
8975780 has 7 digits, and 9011391 has 7 digits, the digits of a1 from small side is [0, 8, 7, 5, 7, 9, 8], the digits of b1 from small side is [1, 9, 3, 1, 1, 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 [0, 8, 7, 5, 7, 9, 8] and [1, 9, 3, 1, 1, 0, 9]
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:
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 2:
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 3:
5 plus 1
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 4:
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:
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:
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 [1, 7, 1, 7, 8, 9, 7, 1]and Final Answer is 17987171
</think>
So 8975780 plus 9011391 is **17987171**
| 17,987,171
|
calculate 8975780+9011391
|
<think>so we need to add 2305936 and 6831188
2305936 has 7 digits, and 6831188 has 7 digits, the digits of a1 from small side is [6, 3, 9, 5, 0, 3, 2], the digits of b1 from small side is [8, 8, 1, 1, 3, 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 [6, 3, 9, 5, 0, 3, 2] and [8, 8, 1, 1, 3, 8, 6]
now consider position 0:
6 plus 8
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 1:
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 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:
5 plus 1
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 4:
0 plus 3
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 5:
3 plus 8
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
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 [4, 2, 1, 7, 3, 1, 9]and Final Answer is 9137124
</think>
So 2305936 plus 6831188 is **9137124**
| 9,137,124
|
calculate 2305936+6831188
|
<think>so we need to add 1043705 and 4160685
1043705 has 7 digits, and 4160685 has 7 digits, the digits of a1 from small side is [5, 0, 7, 3, 4, 0, 1], the digits of b1 from small side is [5, 8, 6, 0, 6, 1, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [5, 0, 7, 3, 4, 0, 1] and [5, 8, 6, 0, 6, 1, 4]
now consider position 0:
5 plus 5
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
0 plus 8
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 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:
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:
4 plus 6
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
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:
1 plus 4
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
we got list of digits [0, 9, 3, 4, 0, 2, 5]and Final Answer is 5204390
</think>
So 1043705 plus 4160685 is **5204390**
| 5,204,390
|
calculate 1043705+4160685
|
<think>so we need to add 705363 and 6418631
705363 has 6 digits, and 6418631 has 7 digits, the digits of a1 from small side is [3, 6, 3, 5, 0, 7], the digits of b1 from small side is [1, 3, 6, 8, 1, 4, 6],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [3, 6, 3, 5, 0, 7, 0], b1 has digits [1, 3, 6, 8, 1, 4, 6]lest's calculate digits by digits
the two numbers are [3, 6, 3, 5, 0, 7, 0] and [1, 3, 6, 8, 1, 4, 6]
now consider position 0:
3 plus 1
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 1:
6 plus 3
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
3 plus 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 3:
5 plus 8
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 4:
0 plus 1
result is 1 and carry from last stage is 1.
with carry added, we got 2
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 5:
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:
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.
we got list of digits [4, 9, 9, 3, 2, 1, 7]and Final Answer is 7123994
</think>
So 705363 plus 6418631 is **7123994**
| 7,123,994
|
calculate 705363+6418631
|
<think>so we need to add 4749696 and 341995
4749696 has 7 digits, and 341995 has 6 digits, the digits of a1 from small side is [6, 9, 6, 9, 4, 7, 4], the digits of b1 from small side is [5, 9, 9, 1, 4, 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 [5, 9, 9, 1, 4, 3, 0], a1 has digits [6, 9, 6, 9, 4, 7, 4]lest's calculate digits by digits
the two numbers are [6, 9, 6, 9, 4, 7, 4] and [5, 9, 9, 1, 4, 3, 0]
now consider position 0:
6 plus 5
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
9 plus 9
result is 18 and carry from last stage is 1.
with carry added, we got 19
since sum is greater than 10, carry to next stage is 1, we got 9.
now consider position 2:
6 plus 9
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 3:
9 plus 1
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 4:
4 plus 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:
7 plus 3
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 6:
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, 9, 6, 1, 9, 0, 5]and Final Answer is 5091691
</think>
So 4749696 plus 341995 is **5091691**
| 5,091,691
|
calculate 4749696+341995
|
<think>so we need to add 200472 and 9551376
200472 has 6 digits, and 9551376 has 7 digits, the digits of a1 from small side is [2, 7, 4, 0, 0, 2], the digits of b1 from small side is [6, 7, 3, 1, 5, 5, 9],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [2, 7, 4, 0, 0, 2, 0], b1 has digits [6, 7, 3, 1, 5, 5, 9]lest's calculate digits by digits
the two numbers are [2, 7, 4, 0, 0, 2, 0] and [6, 7, 3, 1, 5, 5, 9]
now consider position 0:
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 1:
7 plus 7
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 2:
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 3:
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 4:
0 plus 5
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 5:
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:
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.
we got list of digits [8, 4, 8, 1, 5, 7, 9]and Final Answer is 9751848
</think>
So 200472 plus 9551376 is **9751848**
| 9,751,848
|
calculate 200472+9551376
|
<think>so we need to add 535088 and 1329172
535088 has 6 digits, and 1329172 has 7 digits, the digits of a1 from small side is [8, 8, 0, 5, 3, 5], the digits of b1 from small side is [2, 7, 1, 9, 2, 3, 1],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [8, 8, 0, 5, 3, 5, 0], b1 has digits [2, 7, 1, 9, 2, 3, 1]lest's calculate digits by digits
the two numbers are [8, 8, 0, 5, 3, 5, 0] and [2, 7, 1, 9, 2, 3, 1]
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 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 2:
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 3:
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 4:
3 plus 2
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 5:
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 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 [0, 6, 2, 4, 6, 8, 1]and Final Answer is 1864260
</think>
So 535088 plus 1329172 is **1864260**
| 1,864,260
|
calculate 535088+1329172
|
<think>so we need to add 9320461 and 8391419
9320461 has 7 digits, and 8391419 has 7 digits, the digits of a1 from small side is [1, 6, 4, 0, 2, 3, 9], the digits of b1 from small side is [9, 1, 4, 1, 9, 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 [1, 6, 4, 0, 2, 3, 9] and [9, 1, 4, 1, 9, 3, 8]
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 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:
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:
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 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:
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 6:
9 plus 8
result is 17 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 7.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 8, 8, 1, 1, 7, 7, 1]and Final Answer is 17711880
</think>
So 9320461 plus 8391419 is **17711880**
| 17,711,880
|
calculate 9320461+8391419
|
<think>so we need to add 4487053 and 3617214
4487053 has 7 digits, and 3617214 has 7 digits, the digits of a1 from small side is [3, 5, 0, 7, 8, 4, 4], the digits of b1 from small side is [4, 1, 2, 7, 1, 6, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 5, 0, 7, 8, 4, 4] and [4, 1, 2, 7, 1, 6, 3]
now consider position 0:
3 plus 4
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 2:
0 plus 2
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 3:
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 4:
8 plus 1
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
4 plus 6
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
4 plus 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 [7, 6, 2, 4, 0, 1, 8]and Final Answer is 8104267
</think>
So 4487053 plus 3617214 is **8104267**
| 8,104,267
|
calculate 4487053+3617214
|
<think>so we need to add 7934382 and 1826898
7934382 has 7 digits, and 1826898 has 7 digits, the digits of a1 from small side is [2, 8, 3, 4, 3, 9, 7], the digits of b1 from small side is [8, 9, 8, 6, 2, 8, 1],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 8, 3, 4, 3, 9, 7] and [8, 9, 8, 6, 2, 8, 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:
8 plus 9
result is 17 and carry from last stage is 1.
with carry added, we got 18
since sum is greater than 10, carry to next stage is 1, we got 8.
now consider position 2:
3 plus 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:
4 plus 6
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 4:
3 plus 2
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 5:
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 6:
7 plus 1
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
we got list of digits [0, 8, 2, 1, 6, 7, 9]and Final Answer is 9761280
</think>
So 7934382 plus 1826898 is **9761280**
| 9,761,280
|
calculate 7934382+1826898
|
<think>so we need to add 7282147 and 9560323
7282147 has 7 digits, and 9560323 has 7 digits, the digits of a1 from small side is [7, 4, 1, 2, 8, 2, 7], the digits of b1 from small side is [3, 2, 3, 0, 6, 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 [7, 4, 1, 2, 8, 2, 7] and [3, 2, 3, 0, 6, 5, 9]
now consider position 0:
7 plus 3
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
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:
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:
2 plus 0
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 4:
8 plus 6
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 5:
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:
7 plus 9
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 7, 4, 2, 4, 8, 6, 1]and Final Answer is 16842470
</think>
So 7282147 plus 9560323 is **16842470**
| 16,842,470
|
calculate 7282147+9560323
|
<think>so we need to add 9036654 and 808944
9036654 has 7 digits, and 808944 has 6 digits, the digits of a1 from small side is [4, 5, 6, 6, 3, 0, 9], the digits of b1 from small side is [4, 4, 9, 8, 0, 8],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [4, 4, 9, 8, 0, 8, 0], a1 has digits [4, 5, 6, 6, 3, 0, 9]lest's calculate digits by digits
the two numbers are [4, 5, 6, 6, 3, 0, 9] and [4, 4, 9, 8, 0, 8, 0]
now consider position 0:
4 plus 4
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 1:
5 plus 4
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
6 plus 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 3:
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 4:
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 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:
9 plus 0
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
we got list of digits [8, 9, 5, 5, 4, 8, 9]and Final Answer is 9845598
</think>
So 9036654 plus 808944 is **9845598**
| 9,845,598
|
calculate 9036654+808944
|
<think>so we need to add 6984956 and 6150211
6984956 has 7 digits, and 6150211 has 7 digits, the digits of a1 from small side is [6, 5, 9, 4, 8, 9, 6], the digits of b1 from small side is [1, 1, 2, 0, 5, 1, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [6, 5, 9, 4, 8, 9, 6] and [1, 1, 2, 0, 5, 1, 6]
now consider position 0:
6 plus 1
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 2:
9 plus 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:
4 plus 0
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 4:
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 5:
9 plus 1
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
6 plus 6
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 6, 1, 5, 3, 1, 3, 1]and Final Answer is 13135167
</think>
So 6984956 plus 6150211 is **13135167**
| 13,135,167
|
calculate 6984956+6150211
|
<think>so we need to add 9913477 and 3129134
9913477 has 7 digits, and 3129134 has 7 digits, the digits of a1 from small side is [7, 7, 4, 3, 1, 9, 9], the digits of b1 from small side is [4, 3, 1, 9, 2, 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 [7, 7, 4, 3, 1, 9, 9] and [4, 3, 1, 9, 2, 1, 3]
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:
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:
4 plus 1
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 3:
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 4:
1 plus 2
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 5:
9 plus 1
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 6:
9 plus 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 [1, 1, 6, 2, 4, 0, 3, 1]and Final Answer is 13042611
</think>
So 9913477 plus 3129134 is **13042611**
| 13,042,611
|
calculate 9913477+3129134
|
<think>so we need to add 8926154 and 1001177
8926154 has 7 digits, and 1001177 has 7 digits, the digits of a1 from small side is [4, 5, 1, 6, 2, 9, 8], the digits of b1 from small side is [7, 7, 1, 1, 0, 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 [4, 5, 1, 6, 2, 9, 8] and [7, 7, 1, 1, 0, 0, 1]
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:
5 plus 7
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 2:
1 plus 1
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 3:
6 plus 1
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 4:
2 plus 0
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 5:
9 plus 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:
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 [1, 3, 3, 7, 2, 9, 9]and Final Answer is 9927331
</think>
So 8926154 plus 1001177 is **9927331**
| 9,927,331
|
calculate 8926154+1001177
|
<think>so we need to add 2820594 and 2340585
2820594 has 7 digits, and 2340585 has 7 digits, the digits of a1 from small side is [4, 9, 5, 0, 2, 8, 2], the digits of b1 from small side is [5, 8, 5, 0, 4, 3, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 9, 5, 0, 2, 8, 2] and [5, 8, 5, 0, 4, 3, 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:
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:
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:
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:
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:
8 plus 3
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
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 [9, 7, 1, 1, 6, 1, 5]and Final Answer is 5161179
</think>
So 2820594 plus 2340585 is **5161179**
| 5,161,179
|
calculate 2820594+2340585
|
<think>so we need to add 7950116 and 7029615
7950116 has 7 digits, and 7029615 has 7 digits, the digits of a1 from small side is [6, 1, 1, 0, 5, 9, 7], the digits of b1 from small side is [5, 1, 6, 9, 2, 0, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [6, 1, 1, 0, 5, 9, 7] and [5, 1, 6, 9, 2, 0, 7]
now consider position 0:
6 plus 5
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
1 plus 1
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 2:
1 plus 6
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 3:
0 plus 9
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
5 plus 2
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 3, 7, 9, 7, 9, 4, 1]and Final Answer is 14979731
</think>
So 7950116 plus 7029615 is **14979731**
| 14,979,731
|
calculate 7950116+7029615
|
<think>so we need to add 4837293 and 3262545
4837293 has 7 digits, and 3262545 has 7 digits, the digits of a1 from small side is [3, 9, 2, 7, 3, 8, 4], the digits of b1 from small side is [5, 4, 5, 2, 6, 2, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 9, 2, 7, 3, 8, 4] and [5, 4, 5, 2, 6, 2, 3]
now consider position 0:
3 plus 5
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 1:
9 plus 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 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:
7 plus 2
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
3 plus 6
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 5:
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:
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 [8, 3, 8, 9, 9, 0, 8]and Final Answer is 8099838
</think>
So 4837293 plus 3262545 is **8099838**
| 8,099,838
|
calculate 4837293+3262545
|
<think>so we need to add 7359504 and 8133322
7359504 has 7 digits, and 8133322 has 7 digits, the digits of a1 from small side is [4, 0, 5, 9, 5, 3, 7], the digits of b1 from small side is [2, 2, 3, 3, 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 [4, 0, 5, 9, 5, 3, 7] and [2, 2, 3, 3, 3, 1, 8]
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:
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:
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 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:
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 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, 2, 8, 2, 9, 4, 5, 1]and Final Answer is 15492826
</think>
So 7359504 plus 8133322 is **15492826**
| 15,492,826
|
calculate 7359504+8133322
|
<think>so we need to add 8684571 and 8169376
8684571 has 7 digits, and 8169376 has 7 digits, the digits of a1 from small side is [1, 7, 5, 4, 8, 6, 8], the digits of b1 from small side is [6, 7, 3, 9, 6, 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 [1, 7, 5, 4, 8, 6, 8] and [6, 7, 3, 9, 6, 1, 8]
now consider position 0:
1 plus 6
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
7 plus 7
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 2:
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 3:
4 plus 9
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 4:
8 plus 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:
6 plus 1
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
8 plus 8
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 4, 9, 3, 5, 8, 6, 1]and Final Answer is 16853947
</think>
So 8684571 plus 8169376 is **16853947**
| 16,853,947
|
calculate 8684571+8169376
|
<think>so we need to add 7607699 and 198330
7607699 has 7 digits, and 198330 has 6 digits, the digits of a1 from small side is [9, 9, 6, 7, 0, 6, 7], the digits of b1 from small side is [0, 3, 3, 8, 9, 1],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [0, 3, 3, 8, 9, 1, 0], a1 has digits [9, 9, 6, 7, 0, 6, 7]lest's calculate digits by digits
the two numbers are [9, 9, 6, 7, 0, 6, 7] and [0, 3, 3, 8, 9, 1, 0]
now consider position 0:
9 plus 0
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 1:
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:
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:
7 plus 8
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 4:
0 plus 9
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
6 plus 1
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
7 plus 0
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
we got list of digits [9, 2, 0, 6, 0, 8, 7]and Final Answer is 7806029
</think>
So 7607699 plus 198330 is **7806029**
| 7,806,029
|
calculate 7607699+198330
|
<think>so we need to add 424636 and 6277654
424636 has 6 digits, and 6277654 has 7 digits, the digits of a1 from small side is [6, 3, 6, 4, 2, 4], the digits of b1 from small side is [4, 5, 6, 7, 7, 2, 6],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [6, 3, 6, 4, 2, 4, 0], b1 has digits [4, 5, 6, 7, 7, 2, 6]lest's calculate digits by digits
the two numbers are [6, 3, 6, 4, 2, 4, 0] and [4, 5, 6, 7, 7, 2, 6]
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:
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 6
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 3:
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 4:
2 plus 7
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
4 plus 2
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 6:
0 plus 6
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
we got list of digits [0, 9, 2, 2, 0, 7, 6]and Final Answer is 6702290
</think>
So 424636 plus 6277654 is **6702290**
| 6,702,290
|
calculate 424636+6277654
|
<think>so we need to add 3226311 and 7385294
3226311 has 7 digits, and 7385294 has 7 digits, the digits of a1 from small side is [1, 1, 3, 6, 2, 2, 3], the digits of b1 from small side is [4, 9, 2, 5, 8, 3, 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, 1, 3, 6, 2, 2, 3] and [4, 9, 2, 5, 8, 3, 7]
now consider position 0:
1 plus 4
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 1:
1 plus 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:
3 plus 2
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 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:
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:
2 plus 3
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
3 plus 7
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [5, 0, 6, 1, 1, 6, 0, 1]and Final Answer is 10611605
</think>
So 3226311 plus 7385294 is **10611605**
| 10,611,605
|
calculate 3226311+7385294
|
<think>so we need to add 3393169 and 3654786
3393169 has 7 digits, and 3654786 has 7 digits, the digits of a1 from small side is [9, 6, 1, 3, 9, 3, 3], the digits of b1 from small side is [6, 8, 7, 4, 5, 6, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 6, 1, 3, 9, 3, 3] and [6, 8, 7, 4, 5, 6, 3]
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 8
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 2:
1 plus 7
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
3 plus 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 4:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 5:
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:
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.
we got list of digits [5, 5, 9, 7, 4, 0, 7]and Final Answer is 7047955
</think>
So 3393169 plus 3654786 is **7047955**
| 7,047,955
|
calculate 3393169+3654786
|
<think>so we need to add 672306 and 2104697
672306 has 6 digits, and 2104697 has 7 digits, the digits of a1 from small side is [6, 0, 3, 2, 7, 6], the digits of b1 from small side is [7, 9, 6, 4, 0, 1, 2],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [6, 0, 3, 2, 7, 6, 0], b1 has digits [7, 9, 6, 4, 0, 1, 2]lest's calculate digits by digits
the two numbers are [6, 0, 3, 2, 7, 6, 0] and [7, 9, 6, 4, 0, 1, 2]
now consider position 0:
6 plus 7
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 1:
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 2:
3 plus 6
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 3:
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:
7 plus 0
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
6 plus 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:
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.
we got list of digits [3, 0, 0, 7, 7, 7, 2]and Final Answer is 2777003
</think>
So 672306 plus 2104697 is **2777003**
| 2,777,003
|
calculate 672306+2104697
|
<think>so we need to add 834460 and 5351421
834460 has 6 digits, and 5351421 has 7 digits, the digits of a1 from small side is [0, 6, 4, 4, 3, 8], the digits of b1 from small side is [1, 2, 4, 1, 5, 3, 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 [0, 6, 4, 4, 3, 8, 0], b1 has digits [1, 2, 4, 1, 5, 3, 5]lest's calculate digits by digits
the two numbers are [0, 6, 4, 4, 3, 8, 0] and [1, 2, 4, 1, 5, 3, 5]
now consider position 0:
0 plus 1
result is 1 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 1.
now consider position 1:
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:
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:
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:
3 plus 5
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
8 plus 3
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
0 plus 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 [1, 8, 8, 5, 8, 1, 6]and Final Answer is 6185881
</think>
So 834460 plus 5351421 is **6185881**
| 6,185,881
|
calculate 834460+5351421
|
<think>so we need to add 4994659 and 7490114
4994659 has 7 digits, and 7490114 has 7 digits, the digits of a1 from small side is [9, 5, 6, 4, 9, 9, 4], the digits of b1 from small side is [4, 1, 1, 0, 9, 4, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 5, 6, 4, 9, 9, 4] and [4, 1, 1, 0, 9, 4, 7]
now consider position 0:
9 plus 4
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 1:
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:
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:
4 plus 0
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 4:
9 plus 9
result is 18 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 8.
now consider position 5:
9 plus 4
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 6:
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 [3, 7, 7, 4, 8, 4, 2, 1]and Final Answer is 12484773
</think>
So 4994659 plus 7490114 is **12484773**
| 12,484,773
|
calculate 4994659+7490114
|
<think>so we need to add 7694061 and 5236637
7694061 has 7 digits, and 5236637 has 7 digits, the digits of a1 from small side is [1, 6, 0, 4, 9, 6, 7], the digits of b1 from small side is [7, 3, 6, 6, 3, 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 [1, 6, 0, 4, 9, 6, 7] and [7, 3, 6, 6, 3, 2, 5]
now consider position 0:
1 plus 7
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 1:
6 plus 3
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
0 plus 6
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 3:
4 plus 6
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
9 plus 3
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 5:
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 6:
7 plus 5
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [8, 9, 6, 0, 3, 9, 2, 1]and Final Answer is 12930698
</think>
So 7694061 plus 5236637 is **12930698**
| 12,930,698
|
calculate 7694061+5236637
|
<think>so we need to add 6160727 and 9297396
6160727 has 7 digits, and 9297396 has 7 digits, the digits of a1 from small side is [7, 2, 7, 0, 6, 1, 6], the digits of b1 from small side is [6, 9, 3, 7, 9, 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 [7, 2, 7, 0, 6, 1, 6] and [6, 9, 3, 7, 9, 2, 9]
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:
2 plus 9
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 2:
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 3:
0 plus 7
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 4:
6 plus 9
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 5:
1 plus 2
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 6:
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 [3, 2, 1, 8, 5, 4, 5, 1]and Final Answer is 15458123
</think>
So 6160727 plus 9297396 is **15458123**
| 15,458,123
|
calculate 6160727+9297396
|
<think>so we need to add 8923484 and 4911095
8923484 has 7 digits, and 4911095 has 7 digits, the digits of a1 from small side is [4, 8, 4, 3, 2, 9, 8], the digits of b1 from small side is [5, 9, 0, 1, 1, 9, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 8, 4, 3, 2, 9, 8] and [5, 9, 0, 1, 1, 9, 4]
now consider position 0:
4 plus 5
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 1:
8 plus 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 2:
4 plus 0
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 3:
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 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:
9 plus 9
result is 18 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 8.
now consider position 6:
8 plus 4
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [9, 7, 5, 4, 3, 8, 3, 1]and Final Answer is 13834579
</think>
So 8923484 plus 4911095 is **13834579**
| 13,834,579
|
calculate 8923484+4911095
|
<think>so we need to add 7060656 and 6611069
7060656 has 7 digits, and 6611069 has 7 digits, the digits of a1 from small side is [6, 5, 6, 0, 6, 0, 7], the digits of b1 from small side is [9, 6, 0, 1, 1, 6, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [6, 5, 6, 0, 6, 0, 7] and [9, 6, 0, 1, 1, 6, 6]
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 6
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 2:
6 plus 0
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 3:
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 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:
0 plus 6
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
7 plus 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 [5, 2, 7, 1, 7, 6, 3, 1]and Final Answer is 13671725
</think>
So 7060656 plus 6611069 is **13671725**
| 13,671,725
|
calculate 7060656+6611069
|
<think>so we need to add 9408598 and 5211027
9408598 has 7 digits, and 5211027 has 7 digits, the digits of a1 from small side is [8, 9, 5, 8, 0, 4, 9], the digits of b1 from small side is [7, 2, 0, 1, 1, 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 [8, 9, 5, 8, 0, 4, 9] and [7, 2, 0, 1, 1, 2, 5]
now consider position 0:
8 plus 7
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 1:
9 plus 2
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 2:
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:
8 plus 1
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
0 plus 1
result is 1 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 1.
now consider position 5:
4 plus 2
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
9 plus 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 [5, 2, 6, 9, 1, 6, 4, 1]and Final Answer is 14619625
</think>
So 9408598 plus 5211027 is **14619625**
| 14,619,625
|
calculate 9408598+5211027
|
<think>so we need to add 4243052 and 9870072
4243052 has 7 digits, and 9870072 has 7 digits, the digits of a1 from small side is [2, 5, 0, 3, 4, 2, 4], the digits of b1 from small side is [2, 7, 0, 0, 7, 8, 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 [2, 5, 0, 3, 4, 2, 4] and [2, 7, 0, 0, 7, 8, 9]
now consider position 0:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 1:
5 plus 7
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 2:
0 plus 0
result is 0 and carry from last stage is 1.
with carry added, we got 1
since sum is less than 10, carry to next stage is 0, we got 1.
now consider position 3:
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:
4 plus 7
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
2 plus 8
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
4 plus 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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 2, 1, 3, 1, 1, 4, 1]and Final Answer is 14113124
</think>
So 4243052 plus 9870072 is **14113124**
| 14,113,124
|
calculate 4243052+9870072
|
<think>so we need to add 6533901 and 6132373
6533901 has 7 digits, and 6132373 has 7 digits, the digits of a1 from small side is [1, 0, 9, 3, 3, 5, 6], the digits of b1 from small side is [3, 7, 3, 2, 3, 1, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 0, 9, 3, 3, 5, 6] and [3, 7, 3, 2, 3, 1, 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:
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 2:
9 plus 3
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 3:
3 plus 2
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 4:
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:
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:
6 plus 6
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 7, 2, 6, 6, 6, 2, 1]and Final Answer is 12666274
</think>
So 6533901 plus 6132373 is **12666274**
| 12,666,274
|
calculate 6533901+6132373
|
<think>so we need to add 3181936 and 9686300
3181936 has 7 digits, and 9686300 has 7 digits, the digits of a1 from small side is [6, 3, 9, 1, 8, 1, 3], the digits of b1 from small side is [0, 0, 3, 6, 8, 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 [6, 3, 9, 1, 8, 1, 3] and [0, 0, 3, 6, 8, 6, 9]
now consider position 0:
6 plus 0
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 1:
3 plus 0
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 2:
9 plus 3
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 3:
1 plus 6
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 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:
1 plus 6
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
3 plus 9
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 3, 2, 8, 6, 8, 2, 1]and Final Answer is 12868236
</think>
So 3181936 plus 9686300 is **12868236**
| 12,868,236
|
calculate 3181936+9686300
|
<think>so we need to add 6790562 and 5355908
6790562 has 7 digits, and 5355908 has 7 digits, the digits of a1 from small side is [2, 6, 5, 0, 9, 7, 6], the digits of b1 from small side is [8, 0, 9, 5, 5, 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, 6, 5, 0, 9, 7, 6] and [8, 0, 9, 5, 5, 3, 5]
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:
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 9
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 3:
0 plus 5
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 4:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 5:
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:
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 [0, 7, 4, 6, 4, 1, 2, 1]and Final Answer is 12146470
</think>
So 6790562 plus 5355908 is **12146470**
| 12,146,470
|
calculate 6790562+5355908
|
<think>so we need to add 7376790 and 993710
7376790 has 7 digits, and 993710 has 6 digits, the digits of a1 from small side is [0, 9, 7, 6, 7, 3, 7], the digits of b1 from small side is [0, 1, 7, 3, 9, 9],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [0, 1, 7, 3, 9, 9, 0], a1 has digits [0, 9, 7, 6, 7, 3, 7]lest's calculate digits by digits
the two numbers are [0, 9, 7, 6, 7, 3, 7] and [0, 1, 7, 3, 9, 9, 0]
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 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 2:
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 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 9
result is 16 and carry from last stage is 1.
with carry added, we got 17
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 5:
3 plus 9
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 6:
7 plus 0
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
we got list of digits [0, 0, 5, 0, 7, 3, 8]and Final Answer is 8370500
</think>
So 7376790 plus 993710 is **8370500**
| 8,370,500
|
calculate 7376790+993710
|
<think>so we need to add 2631228 and 9705607
2631228 has 7 digits, and 9705607 has 7 digits, the digits of a1 from small side is [8, 2, 2, 1, 3, 6, 2], the digits of b1 from small side is [7, 0, 6, 5, 0, 7, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 2, 2, 1, 3, 6, 2] and [7, 0, 6, 5, 0, 7, 9]
now consider position 0:
8 plus 7
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 1:
2 plus 0
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 2:
2 plus 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 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:
3 plus 0
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 5:
6 plus 7
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 6:
2 plus 9
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [5, 3, 8, 6, 3, 3, 2, 1]and Final Answer is 12336835
</think>
So 2631228 plus 9705607 is **12336835**
| 12,336,835
|
calculate 2631228+9705607
|
<think>so we need to add 1970122 and 3958936
1970122 has 7 digits, and 3958936 has 7 digits, the digits of a1 from small side is [2, 2, 1, 0, 7, 9, 1], the digits of b1 from small side is [6, 3, 9, 8, 5, 9, 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 [2, 2, 1, 0, 7, 9, 1] and [6, 3, 9, 8, 5, 9, 3]
now consider position 0:
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 1:
2 plus 3
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 2:
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 8
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
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 5:
9 plus 9
result is 18 and carry from last stage is 1.
with carry added, we got 19
since sum is greater than 10, carry to next stage is 1, we got 9.
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 [8, 5, 0, 9, 2, 9, 5]and Final Answer is 5929058
</think>
So 1970122 plus 3958936 is **5929058**
| 5,929,058
|
calculate 1970122+3958936
|
<think>so we need to add 2885212 and 226661
2885212 has 7 digits, and 226661 has 6 digits, the digits of a1 from small side is [2, 1, 2, 5, 8, 8, 2], the digits of b1 from small side is [1, 6, 6, 6, 2, 2],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [1, 6, 6, 6, 2, 2, 0], a1 has digits [2, 1, 2, 5, 8, 8, 2]lest's calculate digits by digits
the two numbers are [2, 1, 2, 5, 8, 8, 2] and [1, 6, 6, 6, 2, 2, 0]
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 6
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
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 3:
5 plus 6
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 4:
8 plus 2
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
8 plus 2
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
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, 7, 8, 1, 1, 1, 3]and Final Answer is 3111873
</think>
So 2885212 plus 226661 is **3111873**
| 3,111,873
|
calculate 2885212+226661
|
<think>so we need to add 4853124 and 2482360
4853124 has 7 digits, and 2482360 has 7 digits, the digits of a1 from small side is [4, 2, 1, 3, 5, 8, 4], the digits of b1 from small side is [0, 6, 3, 2, 8, 4, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 2, 1, 3, 5, 8, 4] and [0, 6, 3, 2, 8, 4, 2]
now consider position 0:
4 plus 0
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 1:
2 plus 6
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 2:
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:
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 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:
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 2
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
we got list of digits [4, 8, 4, 5, 3, 3, 7]and Final Answer is 7335484
</think>
So 4853124 plus 2482360 is **7335484**
| 7,335,484
|
calculate 4853124+2482360
|
<think>so we need to add 647216 and 6074971
647216 has 6 digits, and 6074971 has 7 digits, the digits of a1 from small side is [6, 1, 2, 7, 4, 6], the digits of b1 from small side is [1, 7, 9, 4, 7, 0, 6],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [6, 1, 2, 7, 4, 6, 0], b1 has digits [1, 7, 9, 4, 7, 0, 6]lest's calculate digits by digits
the two numbers are [6, 1, 2, 7, 4, 6, 0] and [1, 7, 9, 4, 7, 0, 6]
now consider position 0:
6 plus 1
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
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:
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 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:
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 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:
0 plus 6
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
we got list of digits [7, 8, 1, 2, 2, 7, 6]and Final Answer is 6722187
</think>
So 647216 plus 6074971 is **6722187**
| 6,722,187
|
calculate 647216+6074971
|
<think>so we need to add 1630888 and 2383166
1630888 has 7 digits, and 2383166 has 7 digits, the digits of a1 from small side is [8, 8, 8, 0, 3, 6, 1], the digits of b1 from small side is [6, 6, 1, 3, 8, 3, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 8, 8, 0, 3, 6, 1] and [6, 6, 1, 3, 8, 3, 2]
now consider position 0:
8 plus 6
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 1:
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 2:
8 plus 1
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 3:
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:
3 plus 8
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
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:
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.
we got list of digits [4, 5, 0, 4, 1, 0, 4]and Final Answer is 4014054
</think>
So 1630888 plus 2383166 is **4014054**
| 4,014,054
|
calculate 1630888+2383166
|
<think>so we need to add 6248694 and 6037241
6248694 has 7 digits, and 6037241 has 7 digits, the digits of a1 from small side is [4, 9, 6, 8, 4, 2, 6], the digits of b1 from small side is [1, 4, 2, 7, 3, 0, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 9, 6, 8, 4, 2, 6] and [1, 4, 2, 7, 3, 0, 6]
now consider position 0:
4 plus 1
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 1:
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 2:
6 plus 2
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
8 plus 7
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 4:
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:
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 6:
6 plus 6
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [5, 3, 9, 5, 8, 2, 2, 1]and Final Answer is 12285935
</think>
So 6248694 plus 6037241 is **12285935**
| 12,285,935
|
calculate 6248694+6037241
|
<think>so we need to add 4085432 and 2791298
4085432 has 7 digits, and 2791298 has 7 digits, the digits of a1 from small side is [2, 3, 4, 5, 8, 0, 4], the digits of b1 from small side is [8, 9, 2, 1, 9, 7, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 3, 4, 5, 8, 0, 4] and [8, 9, 2, 1, 9, 7, 2]
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:
3 plus 9
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 2:
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:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 4:
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:
0 plus 7
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
4 plus 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, 3, 7, 6, 7, 8, 6]and Final Answer is 6876730
</think>
So 4085432 plus 2791298 is **6876730**
| 6,876,730
|
calculate 4085432+2791298
|
<think>so we need to add 4319188 and 8899834
4319188 has 7 digits, and 8899834 has 7 digits, the digits of a1 from small side is [8, 8, 1, 9, 1, 3, 4], the digits of b1 from small side is [4, 3, 8, 9, 9, 8, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 8, 1, 9, 1, 3, 4] and [4, 3, 8, 9, 9, 8, 8]
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:
8 plus 3
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 2:
1 plus 8
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 3:
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 4:
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 5:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [2, 2, 0, 9, 1, 2, 3, 1]and Final Answer is 13219022
</think>
So 4319188 plus 8899834 is **13219022**
| 13,219,022
|
calculate 4319188+8899834
|
<think>so we need to add 6887563 and 3415387
6887563 has 7 digits, and 3415387 has 7 digits, the digits of a1 from small side is [3, 6, 5, 7, 8, 8, 6], the digits of b1 from small side is [7, 8, 3, 5, 1, 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 [3, 6, 5, 7, 8, 8, 6] and [7, 8, 3, 5, 1, 4, 3]
now consider position 0:
3 plus 7
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
6 plus 8
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 2:
5 plus 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 3:
7 plus 5
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 4:
8 plus 1
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
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:
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 [0, 5, 9, 2, 0, 3, 0, 1]and Final Answer is 10302950
</think>
So 6887563 plus 3415387 is **10302950**
| 10,302,950
|
calculate 6887563+3415387
|
<think>so we need to add 3538890 and 226440
3538890 has 7 digits, and 226440 has 6 digits, the digits of a1 from small side is [0, 9, 8, 8, 3, 5, 3], the digits of b1 from small side is [0, 4, 4, 6, 2, 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 [0, 4, 4, 6, 2, 2, 0], a1 has digits [0, 9, 8, 8, 3, 5, 3]lest's calculate digits by digits
the two numbers are [0, 9, 8, 8, 3, 5, 3] and [0, 4, 4, 6, 2, 2, 0]
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 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 2:
8 plus 4
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
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:
3 plus 2
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 5:
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 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 [0, 3, 3, 5, 6, 7, 3]and Final Answer is 3765330
</think>
So 3538890 plus 226440 is **3765330**
| 3,765,330
|
calculate 3538890+226440
|
<think>so we need to add 8671104 and 1062401
8671104 has 7 digits, and 1062401 has 7 digits, the digits of a1 from small side is [4, 0, 1, 1, 7, 6, 8], the digits of b1 from small side is [1, 0, 4, 2, 6, 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 [4, 0, 1, 1, 7, 6, 8] and [1, 0, 4, 2, 6, 0, 1]
now consider position 0:
4 plus 1
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 1:
0 plus 0
result is 0 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 0.
now consider position 2:
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 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:
7 plus 6
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 5:
6 plus 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:
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 [5, 0, 5, 3, 3, 7, 9]and Final Answer is 9733505
</think>
So 8671104 plus 1062401 is **9733505**
| 9,733,505
|
calculate 8671104+1062401
|
<think>so we need to add 5390991 and 6673579
5390991 has 7 digits, and 6673579 has 7 digits, the digits of a1 from small side is [1, 9, 9, 0, 9, 3, 5], the digits of b1 from small side is [9, 7, 5, 3, 7, 6, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 9, 9, 0, 9, 3, 5] and [9, 7, 5, 3, 7, 6, 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:
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:
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 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:
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:
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 6
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 7, 5, 4, 6, 0, 2, 1]and Final Answer is 12064570
</think>
So 5390991 plus 6673579 is **12064570**
| 12,064,570
|
calculate 5390991+6673579
|
<think>so we need to add 9010279 and 4410845
9010279 has 7 digits, and 4410845 has 7 digits, the digits of a1 from small side is [9, 7, 2, 0, 1, 0, 9], the digits of b1 from small side is [5, 4, 8, 0, 1, 4, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 7, 2, 0, 1, 0, 9] and [5, 4, 8, 0, 1, 4, 4]
now consider position 0:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 1:
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 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 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:
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 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:
9 plus 4
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 2, 1, 1, 2, 4, 3, 1]and Final Answer is 13421124
</think>
So 9010279 plus 4410845 is **13421124**
| 13,421,124
|
calculate 9010279+4410845
|
<think>so we need to add 6141344 and 7561342
6141344 has 7 digits, and 7561342 has 7 digits, the digits of a1 from small side is [4, 4, 3, 1, 4, 1, 6], the digits of b1 from small side is [2, 4, 3, 1, 6, 5, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 4, 3, 1, 4, 1, 6] and [2, 4, 3, 1, 6, 5, 7]
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:
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 2:
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 3:
1 plus 1
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 4:
4 plus 6
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
1 plus 5
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 8, 6, 2, 0, 7, 3, 1]and Final Answer is 13702686
</think>
So 6141344 plus 7561342 is **13702686**
| 13,702,686
|
calculate 6141344+7561342
|
<think>so we need to add 7004692 and 6801266
7004692 has 7 digits, and 6801266 has 7 digits, the digits of a1 from small side is [2, 9, 6, 4, 0, 0, 7], the digits of b1 from small side is [6, 6, 2, 1, 0, 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 [2, 9, 6, 4, 0, 0, 7] and [6, 6, 2, 1, 0, 8, 6]
now consider position 0:
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 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:
6 plus 2
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
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:
0 plus 0
result is 0 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 0.
now consider position 5:
0 plus 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:
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 [8, 5, 9, 5, 0, 8, 3, 1]and Final Answer is 13805958
</think>
So 7004692 plus 6801266 is **13805958**
| 13,805,958
|
calculate 7004692+6801266
|
<think>so we need to add 251263 and 5265323
251263 has 6 digits, and 5265323 has 7 digits, the digits of a1 from small side is [3, 6, 2, 1, 5, 2], the digits of b1 from small side is [3, 2, 3, 5, 6, 2, 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 [3, 6, 2, 1, 5, 2, 0], b1 has digits [3, 2, 3, 5, 6, 2, 5]lest's calculate digits by digits
the two numbers are [3, 6, 2, 1, 5, 2, 0] and [3, 2, 3, 5, 6, 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:
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 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 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:
5 plus 6
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
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:
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 [6, 8, 5, 6, 1, 5, 5]and Final Answer is 5516586
</think>
So 251263 plus 5265323 is **5516586**
| 5,516,586
|
calculate 251263+5265323
|
<think>so we need to add 1940904 and 1382883
1940904 has 7 digits, and 1382883 has 7 digits, the digits of a1 from small side is [4, 0, 9, 0, 4, 9, 1], the digits of b1 from small side is [3, 8, 8, 2, 8, 3, 1],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 0, 9, 0, 4, 9, 1] and [3, 8, 8, 2, 8, 3, 1]
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:
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:
9 plus 8
result is 17 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 3:
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:
4 plus 8
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 5:
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:
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.
we got list of digits [7, 8, 7, 3, 2, 3, 3]and Final Answer is 3323787
</think>
So 1940904 plus 1382883 is **3323787**
| 3,323,787
|
calculate 1940904+1382883
|
<think>so we need to add 6321792 and 237292
6321792 has 7 digits, and 237292 has 6 digits, the digits of a1 from small side is [2, 9, 7, 1, 2, 3, 6], the digits of b1 from small side is [2, 9, 2, 7, 3, 2],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [2, 9, 2, 7, 3, 2, 0], a1 has digits [2, 9, 7, 1, 2, 3, 6]lest's calculate digits by digits
the two numbers are [2, 9, 7, 1, 2, 3, 6] and [2, 9, 2, 7, 3, 2, 0]
now consider position 0:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 1:
9 plus 9
result is 18 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 8.
now consider position 2:
7 plus 2
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 3:
1 plus 7
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
2 plus 3
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 5:
3 plus 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 6:
6 plus 0
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
we got list of digits [4, 8, 0, 9, 5, 5, 6]and Final Answer is 6559084
</think>
So 6321792 plus 237292 is **6559084**
| 6,559,084
|
calculate 6321792+237292
|
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