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<think>so we need to add 1256911 and 5659096
1256911 has 7 digits, and 5659096 has 7 digits, the digits of a1 from small side is [1, 1, 9, 6, 5, 2, 1], the digits of b1 from small side is [6, 9, 0, 9, 5, 6, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 1, 9, 6, 5, 2, 1] and [6, 9, 0, 9, 5, 6, 5]
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:
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:
9 plus 0
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 3:
6 plus 9
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 4:
5 plus 5
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
2 plus 6
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 6:
1 plus 5
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
we got list of digits [7, 0, 0, 6, 1, 9, 6]and Final Answer is 6916007
</think>
So 1256911 plus 5659096 is **6916007**
| 6,916,007
|
calculate 1256911+5659096
|
<think>so we need to add 4712294 and 9877240
4712294 has 7 digits, and 9877240 has 7 digits, the digits of a1 from small side is [4, 9, 2, 2, 1, 7, 4], the digits of b1 from small side is [0, 4, 2, 7, 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 [4, 9, 2, 2, 1, 7, 4] and [0, 4, 2, 7, 7, 8, 9]
now consider position 0:
4 plus 0
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 1:
9 plus 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 2
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 3:
2 plus 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 4:
1 plus 7
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
7 plus 8
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 6:
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, 3, 5, 9, 8, 5, 4, 1]and Final Answer is 14589534
</think>
So 4712294 plus 9877240 is **14589534**
| 14,589,534
|
calculate 4712294+9877240
|
<think>so we need to add 207218 and 829621
207218 has 6 digits, and 829621 has 6 digits, the digits of a1 from small side is [8, 1, 2, 7, 0, 2], the digits of b1 from small side is [1, 2, 6, 9, 2, 8],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 [8, 1, 2, 7, 0, 2] and [1, 2, 6, 9, 2, 8]
now consider position 0:
8 plus 1
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 1:
1 plus 2
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 2:
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:
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 4:
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 5:
2 plus 8
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [9, 3, 8, 6, 3, 0, 1]and Final Answer is 1036839
</think>
So 207218 plus 829621 is **1036839**
| 1,036,839
|
calculate 207218+829621
|
<think>so we need to add 1126916 and 5385225
1126916 has 7 digits, and 5385225 has 7 digits, the digits of a1 from small side is [6, 1, 9, 6, 2, 1, 1], the digits of b1 from small side is [5, 2, 2, 5, 8, 3, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [6, 1, 9, 6, 2, 1, 1] and [5, 2, 2, 5, 8, 3, 5]
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 2
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 2:
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:
6 plus 5
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 4:
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:
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 6:
1 plus 5
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
we got list of digits [1, 4, 1, 2, 1, 5, 6]and Final Answer is 6512141
</think>
So 1126916 plus 5385225 is **6512141**
| 6,512,141
|
calculate 1126916+5385225
|
<think>so we need to add 6380701 and 3389464
6380701 has 7 digits, and 3389464 has 7 digits, the digits of a1 from small side is [1, 0, 7, 0, 8, 3, 6], the digits of b1 from small side is [4, 6, 4, 9, 8, 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 [1, 0, 7, 0, 8, 3, 6] and [4, 6, 4, 9, 8, 3, 3]
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:
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 2:
7 plus 4
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 3:
0 plus 9
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
8 plus 8
result is 16 and carry from last stage is 1.
with carry added, we got 17
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 5:
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:
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, 6, 1, 0, 7, 7, 9]and Final Answer is 9770165
</think>
So 6380701 plus 3389464 is **9770165**
| 9,770,165
|
calculate 6380701+3389464
|
<think>so we need to add 4778962 and 6521375
4778962 has 7 digits, and 6521375 has 7 digits, the digits of a1 from small side is [2, 6, 9, 8, 7, 7, 4], the digits of b1 from small side is [5, 7, 3, 1, 2, 5, 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, 6, 9, 8, 7, 7, 4] and [5, 7, 3, 1, 2, 5, 6]
now consider position 0:
2 plus 5
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
6 plus 7
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 2:
9 plus 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 3:
8 plus 1
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
7 plus 2
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
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:
4 plus 6
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 3, 3, 0, 0, 3, 1, 1]and Final Answer is 11300337
</think>
So 4778962 plus 6521375 is **11300337**
| 11,300,337
|
calculate 4778962+6521375
|
<think>so we need to add 8615367 and 5832182
8615367 has 7 digits, and 5832182 has 7 digits, the digits of a1 from small side is [7, 6, 3, 5, 1, 6, 8], the digits of b1 from small side is [2, 8, 1, 2, 3, 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 [7, 6, 3, 5, 1, 6, 8] and [2, 8, 1, 2, 3, 8, 5]
now consider position 0:
7 plus 2
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 1:
6 plus 8
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 2:
3 plus 1
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 3:
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:
1 plus 3
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 5:
6 plus 8
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 6:
8 plus 5
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [9, 4, 5, 7, 4, 4, 4, 1]and Final Answer is 14447549
</think>
So 8615367 plus 5832182 is **14447549**
| 14,447,549
|
calculate 8615367+5832182
|
<think>so we need to add 3963078 and 1756783
3963078 has 7 digits, and 1756783 has 7 digits, the digits of a1 from small side is [8, 7, 0, 3, 6, 9, 3], the digits of b1 from small side is [3, 8, 7, 6, 5, 7, 1],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 7, 0, 3, 6, 9, 3] and [3, 8, 7, 6, 5, 7, 1]
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:
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:
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 3:
3 plus 6
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
6 plus 5
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
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:
3 plus 1
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
we got list of digits [1, 6, 8, 9, 1, 7, 5]and Final Answer is 5719861
</think>
So 3963078 plus 1756783 is **5719861**
| 5,719,861
|
calculate 3963078+1756783
|
<think>so we need to add 5507052 and 8968824
5507052 has 7 digits, and 8968824 has 7 digits, the digits of a1 from small side is [2, 5, 0, 7, 0, 5, 5], the digits of b1 from small side is [4, 2, 8, 8, 6, 9, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 5, 0, 7, 0, 5, 5] and [4, 2, 8, 8, 6, 9, 8]
now consider position 0:
2 plus 4
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 1:
5 plus 2
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
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:
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:
0 plus 6
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
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 6:
5 plus 8
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 7, 8, 5, 7, 4, 4, 1]and Final Answer is 14475876
</think>
So 5507052 plus 8968824 is **14475876**
| 14,475,876
|
calculate 5507052+8968824
|
<think>so we need to add 6860139 and 346830
6860139 has 7 digits, and 346830 has 6 digits, the digits of a1 from small side is [9, 3, 1, 0, 6, 8, 6], the digits of b1 from small side is [0, 3, 8, 6, 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 [0, 3, 8, 6, 4, 3, 0], a1 has digits [9, 3, 1, 0, 6, 8, 6]lest's calculate digits by digits
the two numbers are [9, 3, 1, 0, 6, 8, 6] and [0, 3, 8, 6, 4, 3, 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:
3 plus 3
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 2:
1 plus 8
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
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 4:
6 plus 4
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
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 6:
6 plus 0
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
we got list of digits [9, 6, 9, 6, 0, 2, 7]and Final Answer is 7206969
</think>
So 6860139 plus 346830 is **7206969**
| 7,206,969
|
calculate 6860139+346830
|
<think>so we need to add 3742012 and 1722095
3742012 has 7 digits, and 1722095 has 7 digits, the digits of a1 from small side is [2, 1, 0, 2, 4, 7, 3], the digits of b1 from small side is [5, 9, 0, 2, 2, 7, 1],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 1, 0, 2, 4, 7, 3] and [5, 9, 0, 2, 2, 7, 1]
now consider position 0:
2 plus 5
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
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:
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:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 4:
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 5:
7 plus 7
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 6:
3 plus 1
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
we got list of digits [7, 0, 1, 4, 6, 4, 5]and Final Answer is 5464107
</think>
So 3742012 plus 1722095 is **5464107**
| 5,464,107
|
calculate 3742012+1722095
|
<think>so we need to add 6880775 and 6903009
6880775 has 7 digits, and 6903009 has 7 digits, the digits of a1 from small side is [5, 7, 7, 0, 8, 8, 6], the digits of b1 from small side is [9, 0, 0, 3, 0, 9, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [5, 7, 7, 0, 8, 8, 6] and [9, 0, 0, 3, 0, 9, 6]
now consider position 0:
5 plus 9
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 1:
7 plus 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:
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 3:
0 plus 3
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 4:
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:
8 plus 9
result is 17 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 6:
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 [4, 8, 7, 3, 8, 7, 3, 1]and Final Answer is 13783784
</think>
So 6880775 plus 6903009 is **13783784**
| 13,783,784
|
calculate 6880775+6903009
|
<think>so we need to add 4106650 and 7316996
4106650 has 7 digits, and 7316996 has 7 digits, the digits of a1 from small side is [0, 5, 6, 6, 0, 1, 4], the digits of b1 from small side is [6, 9, 9, 6, 1, 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 [0, 5, 6, 6, 0, 1, 4] and [6, 9, 9, 6, 1, 3, 7]
now consider position 0:
0 plus 6
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 1:
5 plus 9
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 2:
6 plus 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:
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:
0 plus 1
result is 1 and carry from last stage is 1.
with carry added, we got 2
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 5:
1 plus 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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 4, 6, 3, 2, 4, 1, 1]and Final Answer is 11423646
</think>
So 4106650 plus 7316996 is **11423646**
| 11,423,646
|
calculate 4106650+7316996
|
<think>so we need to add 7188292 and 3011921
7188292 has 7 digits, and 3011921 has 7 digits, the digits of a1 from small side is [2, 9, 2, 8, 8, 1, 7], the digits of b1 from small side is [1, 2, 9, 1, 1, 0, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 9, 2, 8, 8, 1, 7] and [1, 2, 9, 1, 1, 0, 3]
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:
9 plus 2
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 2:
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 3:
8 plus 1
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
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:
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:
7 plus 3
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [3, 1, 2, 0, 0, 2, 0, 1]and Final Answer is 10200213
</think>
So 7188292 plus 3011921 is **10200213**
| 10,200,213
|
calculate 7188292+3011921
|
<think>so we need to add 1218122 and 3702776
1218122 has 7 digits, and 3702776 has 7 digits, the digits of a1 from small side is [2, 2, 1, 8, 1, 2, 1], the digits of b1 from small side is [6, 7, 7, 2, 0, 7, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 2, 1, 8, 1, 2, 1] and [6, 7, 7, 2, 0, 7, 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 7
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
1 plus 7
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 3:
8 plus 2
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
1 plus 0
result is 1 and carry from last stage is 1.
with carry added, we got 2
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 5:
2 plus 7
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 6:
1 plus 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.
we got list of digits [8, 9, 8, 0, 2, 9, 4]and Final Answer is 4920898
</think>
So 1218122 plus 3702776 is **4920898**
| 4,920,898
|
calculate 1218122+3702776
|
<think>so we need to add 5590455 and 7990193
5590455 has 7 digits, and 7990193 has 7 digits, the digits of a1 from small side is [5, 5, 4, 0, 9, 5, 5], the digits of b1 from small side is [3, 9, 1, 0, 9, 9, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [5, 5, 4, 0, 9, 5, 5] and [3, 9, 1, 0, 9, 9, 7]
now consider position 0:
5 plus 3
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 1:
5 plus 9
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 2:
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:
0 plus 0
result is 0 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 0.
now consider position 4:
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:
5 plus 9
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 6:
5 plus 7
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [8, 4, 6, 0, 8, 5, 3, 1]and Final Answer is 13580648
</think>
So 5590455 plus 7990193 is **13580648**
| 13,580,648
|
calculate 5590455+7990193
|
<think>so we need to add 1963146 and 21262
1963146 has 7 digits, and 21262 has 5 digits, the digits of a1 from small side is [6, 4, 1, 3, 6, 9, 1], the digits of b1 from small side is [2, 6, 2, 1, 2],let's first align two number,
number1 has 7 digits, number2 has 5 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 2 time to b1's left side,now b1 has digits [2, 6, 2, 1, 2, 0, 0], a1 has digits [6, 4, 1, 3, 6, 9, 1]lest's calculate digits by digits
the two numbers are [6, 4, 1, 3, 6, 9, 1] and [2, 6, 2, 1, 2, 0, 0]
now consider position 0:
6 plus 2
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 1:
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 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:
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:
6 plus 2
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
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:
1 plus 0
result is 1 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 1.
we got list of digits [8, 0, 4, 4, 8, 9, 1]and Final Answer is 1984408
</think>
So 1963146 plus 21262 is **1984408**
| 1,984,408
|
calculate 1963146+21262
|
<think>so we need to add 3516205 and 6992377
3516205 has 7 digits, and 6992377 has 7 digits, the digits of a1 from small side is [5, 0, 2, 6, 1, 5, 3], the digits of b1 from small side is [7, 7, 3, 2, 9, 9, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [5, 0, 2, 6, 1, 5, 3] and [7, 7, 3, 2, 9, 9, 6]
now consider position 0:
5 plus 7
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 1:
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 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:
6 plus 2
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 4:
1 plus 9
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
5 plus 9
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 6:
3 plus 6
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [2, 8, 5, 8, 0, 5, 0, 1]and Final Answer is 10508582
</think>
So 3516205 plus 6992377 is **10508582**
| 10,508,582
|
calculate 3516205+6992377
|
<think>so we need to add 9510920 and 9662512
9510920 has 7 digits, and 9662512 has 7 digits, the digits of a1 from small side is [0, 2, 9, 0, 1, 5, 9], the digits of b1 from small side is [2, 1, 5, 2, 6, 6, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [0, 2, 9, 0, 1, 5, 9] and [2, 1, 5, 2, 6, 6, 9]
now consider position 0:
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 1:
2 plus 1
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 2:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 3:
0 plus 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:
1 plus 6
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
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:
9 plus 9
result is 18 and carry from last stage is 1.
with carry added, we got 19
since sum is greater than 10, carry to next stage is 1, we got 9.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [2, 3, 4, 3, 7, 1, 9, 1]and Final Answer is 19173432
</think>
So 9510920 plus 9662512 is **19173432**
| 19,173,432
|
calculate 9510920+9662512
|
<think>so we need to add 9905961 and 1036186
9905961 has 7 digits, and 1036186 has 7 digits, the digits of a1 from small side is [1, 6, 9, 5, 0, 9, 9], the digits of b1 from small side is [6, 8, 1, 6, 3, 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 [1, 6, 9, 5, 0, 9, 9] and [6, 8, 1, 6, 3, 0, 1]
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:
6 plus 8
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 2:
9 plus 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 6
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 4:
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:
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:
9 plus 1
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 4, 1, 2, 4, 9, 0, 1]and Final Answer is 10942147
</think>
So 9905961 plus 1036186 is **10942147**
| 10,942,147
|
calculate 9905961+1036186
|
<think>so we need to add 9313961 and 9344226
9313961 has 7 digits, and 9344226 has 7 digits, the digits of a1 from small side is [1, 6, 9, 3, 1, 3, 9], the digits of b1 from small side is [6, 2, 2, 4, 4, 3, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 6, 9, 3, 1, 3, 9] and [6, 2, 2, 4, 4, 3, 9]
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:
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:
9 plus 2
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 3:
3 plus 4
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 4:
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 5:
3 plus 3
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
9 plus 9
result is 18 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 8.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 8, 1, 8, 5, 6, 8, 1]and Final Answer is 18658187
</think>
So 9313961 plus 9344226 is **18658187**
| 18,658,187
|
calculate 9313961+9344226
|
<think>so we need to add 4830261 and 5440701
4830261 has 7 digits, and 5440701 has 7 digits, the digits of a1 from small side is [1, 6, 2, 0, 3, 8, 4], the digits of b1 from small side is [1, 0, 7, 0, 4, 4, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 6, 2, 0, 3, 8, 4] and [1, 0, 7, 0, 4, 4, 5]
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:
2 plus 7
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
0 plus 0
result is 0 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 0.
now consider position 4:
3 plus 4
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
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:
4 plus 5
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [2, 6, 9, 0, 7, 2, 0, 1]and Final Answer is 10270962
</think>
So 4830261 plus 5440701 is **10270962**
| 10,270,962
|
calculate 4830261+5440701
|
<think>so we need to add 9295114 and 6675409
9295114 has 7 digits, and 6675409 has 7 digits, the digits of a1 from small side is [4, 1, 1, 5, 9, 2, 9], the digits of b1 from small side is [9, 0, 4, 5, 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 [4, 1, 1, 5, 9, 2, 9] and [9, 0, 4, 5, 7, 6, 6]
now consider position 0:
4 plus 9
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 1:
1 plus 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 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:
5 plus 5
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
9 plus 7
result is 16 and carry from last stage is 1.
with carry added, we got 17
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 5:
2 plus 6
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 6:
9 plus 6
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [3, 2, 5, 0, 7, 9, 5, 1]and Final Answer is 15970523
</think>
So 9295114 plus 6675409 is **15970523**
| 15,970,523
|
calculate 9295114+6675409
|
<think>so we need to add 6554968 and 755037
6554968 has 7 digits, and 755037 has 6 digits, the digits of a1 from small side is [8, 6, 9, 4, 5, 5, 6], the digits of b1 from small side is [7, 3, 0, 5, 5, 7],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [7, 3, 0, 5, 5, 7, 0], a1 has digits [8, 6, 9, 4, 5, 5, 6]lest's calculate digits by digits
the two numbers are [8, 6, 9, 4, 5, 5, 6] and [7, 3, 0, 5, 5, 7, 0]
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:
6 plus 3
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 2:
9 plus 0
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 3:
4 plus 5
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
5 plus 5
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
5 plus 7
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 6:
6 plus 0
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
we got list of digits [5, 0, 0, 0, 1, 3, 7]and Final Answer is 7310005
</think>
So 6554968 plus 755037 is **7310005**
| 7,310,005
|
calculate 6554968+755037
|
<think>so we need to add 6003864 and 7699872
6003864 has 7 digits, and 7699872 has 7 digits, the digits of a1 from small side is [4, 6, 8, 3, 0, 0, 6], the digits of b1 from small side is [2, 7, 8, 9, 9, 6, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 6, 8, 3, 0, 0, 6] and [2, 7, 8, 9, 9, 6, 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:
6 plus 7
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 2:
8 plus 8
result is 16 and carry from last stage is 1.
with carry added, we got 17
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 3:
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:
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:
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 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, 3, 7, 3, 0, 7, 3, 1]and Final Answer is 13703736
</think>
So 6003864 plus 7699872 is **13703736**
| 13,703,736
|
calculate 6003864+7699872
|
<think>so we need to add 4248924 and 3057868
4248924 has 7 digits, and 3057868 has 7 digits, the digits of a1 from small side is [4, 2, 9, 8, 4, 2, 4], the digits of b1 from small side is [8, 6, 8, 7, 5, 0, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 2, 9, 8, 4, 2, 4] and [8, 6, 8, 7, 5, 0, 3]
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:
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 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:
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:
4 plus 5
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
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 6:
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.
we got list of digits [2, 9, 7, 6, 0, 3, 7]and Final Answer is 7306792
</think>
So 4248924 plus 3057868 is **7306792**
| 7,306,792
|
calculate 4248924+3057868
|
<think>so we need to add 5283349 and 4691594
5283349 has 7 digits, and 4691594 has 7 digits, the digits of a1 from small side is [9, 4, 3, 3, 8, 2, 5], the digits of b1 from small side is [4, 9, 5, 1, 9, 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, 4, 3, 3, 8, 2, 5] and [4, 9, 5, 1, 9, 6, 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:
4 plus 9
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 2:
3 plus 5
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
3 plus 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:
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:
2 plus 6
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 6:
5 plus 4
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
we got list of digits [3, 4, 9, 4, 7, 9, 9]and Final Answer is 9974943
</think>
So 5283349 plus 4691594 is **9974943**
| 9,974,943
|
calculate 5283349+4691594
|
<think>so we need to add 1367640 and 2076431
1367640 has 7 digits, and 2076431 has 7 digits, the digits of a1 from small side is [0, 4, 6, 7, 6, 3, 1], the digits of b1 from small side is [1, 3, 4, 6, 7, 0, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [0, 4, 6, 7, 6, 3, 1] and [1, 3, 4, 6, 7, 0, 2]
now consider position 0:
0 plus 1
result is 1 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 1.
now consider position 1:
4 plus 3
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
6 plus 4
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 3:
7 plus 6
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 4:
6 plus 7
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 5:
3 plus 0
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 6:
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.
we got list of digits [1, 7, 0, 4, 4, 4, 3]and Final Answer is 3444071
</think>
So 1367640 plus 2076431 is **3444071**
| 3,444,071
|
calculate 1367640+2076431
|
<think>so we need to add 9914259 and 8057269
9914259 has 7 digits, and 8057269 has 7 digits, the digits of a1 from small side is [9, 5, 2, 4, 1, 9, 9], the digits of b1 from small side is [9, 6, 2, 7, 5, 0, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 5, 2, 4, 1, 9, 9] and [9, 6, 2, 7, 5, 0, 8]
now consider position 0:
9 plus 9
result is 18 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 8.
now consider position 1:
5 plus 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:
2 plus 2
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 3:
4 plus 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 4:
1 plus 5
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
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:
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 [8, 2, 5, 1, 7, 9, 7, 1]and Final Answer is 17971528
</think>
So 9914259 plus 8057269 is **17971528**
| 17,971,528
|
calculate 9914259+8057269
|
<think>so we need to add 5906612 and 1981583
5906612 has 7 digits, and 1981583 has 7 digits, the digits of a1 from small side is [2, 1, 6, 6, 0, 9, 5], the digits of b1 from small side is [3, 8, 5, 1, 8, 9, 1],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 1, 6, 6, 0, 9, 5] and [3, 8, 5, 1, 8, 9, 1]
now consider position 0:
2 plus 3
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 1:
1 plus 8
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
6 plus 5
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 3:
6 plus 1
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 4:
0 plus 8
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
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:
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.
we got list of digits [5, 9, 1, 8, 8, 8, 7]and Final Answer is 7888195
</think>
So 5906612 plus 1981583 is **7888195**
| 7,888,195
|
calculate 5906612+1981583
|
<think>so we need to add 4628643 and 2344288
4628643 has 7 digits, and 2344288 has 7 digits, the digits of a1 from small side is [3, 4, 6, 8, 2, 6, 4], the digits of b1 from small side is [8, 8, 2, 4, 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 [3, 4, 6, 8, 2, 6, 4] and [8, 8, 2, 4, 4, 3, 2]
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:
4 plus 8
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 2:
6 plus 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 4
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 4:
2 plus 4
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
6 plus 3
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 6:
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 [1, 3, 9, 2, 7, 9, 6]and Final Answer is 6972931
</think>
So 4628643 plus 2344288 is **6972931**
| 6,972,931
|
calculate 4628643+2344288
|
<think>so we need to add 3591275 and 3937259
3591275 has 7 digits, and 3937259 has 7 digits, the digits of a1 from small side is [5, 7, 2, 1, 9, 5, 3], the digits of b1 from small side is [9, 5, 2, 7, 3, 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 [5, 7, 2, 1, 9, 5, 3] and [9, 5, 2, 7, 3, 9, 3]
now consider position 0:
5 plus 9
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 1:
7 plus 5
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 2:
2 plus 2
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 3:
1 plus 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 4:
9 plus 3
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 5:
5 plus 9
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 6:
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 [4, 3, 5, 8, 2, 5, 7]and Final Answer is 7528534
</think>
So 3591275 plus 3937259 is **7528534**
| 7,528,534
|
calculate 3591275+3937259
|
<think>so we need to add 6462211 and 7116460
6462211 has 7 digits, and 7116460 has 7 digits, the digits of a1 from small side is [1, 1, 2, 2, 6, 4, 6], the digits of b1 from small side is [0, 6, 4, 6, 1, 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 [1, 1, 2, 2, 6, 4, 6] and [0, 6, 4, 6, 1, 1, 7]
now consider position 0:
1 plus 0
result is 1 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 1.
now consider position 1:
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 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:
2 plus 6
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 4:
6 plus 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:
4 plus 1
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 6:
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 [1, 7, 6, 8, 7, 5, 3, 1]and Final Answer is 13578671
</think>
So 6462211 plus 7116460 is **13578671**
| 13,578,671
|
calculate 6462211+7116460
|
<think>so we need to add 6576228 and 5509387
6576228 has 7 digits, and 5509387 has 7 digits, the digits of a1 from small side is [8, 2, 2, 6, 7, 5, 6], the digits of b1 from small side is [7, 8, 3, 9, 0, 5, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 2, 2, 6, 7, 5, 6] and [7, 8, 3, 9, 0, 5, 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:
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 2:
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 3:
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 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:
5 plus 5
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 6:
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 [5, 1, 6, 5, 8, 0, 2, 1]and Final Answer is 12085615
</think>
So 6576228 plus 5509387 is **12085615**
| 12,085,615
|
calculate 6576228+5509387
|
<think>so we need to add 6630313 and 3024914
6630313 has 7 digits, and 3024914 has 7 digits, the digits of a1 from small side is [3, 1, 3, 0, 3, 6, 6], the digits of b1 from small side is [4, 1, 9, 4, 2, 0, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 1, 3, 0, 3, 6, 6] and [4, 1, 9, 4, 2, 0, 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:
1 plus 1
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 2:
3 plus 9
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 3:
0 plus 4
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 4:
3 plus 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 5:
6 plus 0
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
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 [7, 2, 2, 5, 5, 6, 9]and Final Answer is 9655227
</think>
So 6630313 plus 3024914 is **9655227**
| 9,655,227
|
calculate 6630313+3024914
|
<think>so we need to add 8793533 and 1075580
8793533 has 7 digits, and 1075580 has 7 digits, the digits of a1 from small side is [3, 3, 5, 3, 9, 7, 8], the digits of b1 from small side is [0, 8, 5, 5, 7, 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, 5, 3, 9, 7, 8] and [0, 8, 5, 5, 7, 0, 1]
now consider position 0:
3 plus 0
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 1:
3 plus 8
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 2:
5 plus 5
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 3:
3 plus 5
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
9 plus 7
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 5:
7 plus 0
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
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 [3, 1, 1, 9, 6, 8, 9]and Final Answer is 9869113
</think>
So 8793533 plus 1075580 is **9869113**
| 9,869,113
|
calculate 8793533+1075580
|
<think>so we need to add 2108976 and 2054989
2108976 has 7 digits, and 2054989 has 7 digits, the digits of a1 from small side is [6, 7, 9, 8, 0, 1, 2], the digits of b1 from small side is [9, 8, 9, 4, 5, 0, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [6, 7, 9, 8, 0, 1, 2] and [9, 8, 9, 4, 5, 0, 2]
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:
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:
9 plus 9
result is 18 and carry from last stage is 1.
with carry added, we got 19
since sum is greater than 10, carry to next stage is 1, we got 9.
now consider position 3:
8 plus 4
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 4:
0 plus 5
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 5:
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:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
we got list of digits [5, 6, 9, 3, 6, 1, 4]and Final Answer is 4163965
</think>
So 2108976 plus 2054989 is **4163965**
| 4,163,965
|
calculate 2108976+2054989
|
<think>so we need to add 89223 and 7164691
89223 has 5 digits, and 7164691 has 7 digits, the digits of a1 from small side is [3, 2, 2, 9, 8], the digits of b1 from small side is [1, 9, 6, 4, 6, 1, 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 [3, 2, 2, 9, 8, 0, 0], b1 has digits [1, 9, 6, 4, 6, 1, 7]lest's calculate digits by digits
the two numbers are [3, 2, 2, 9, 8, 0, 0] and [1, 9, 6, 4, 6, 1, 7]
now consider position 0:
3 plus 1
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 1:
2 plus 9
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 2:
2 plus 6
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
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:
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:
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:
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 [4, 1, 9, 3, 5, 2, 7]and Final Answer is 7253914
</think>
So 89223 plus 7164691 is **7253914**
| 7,253,914
|
calculate 89223+7164691
|
<think>so we need to add 3070368 and 5896056
3070368 has 7 digits, and 5896056 has 7 digits, the digits of a1 from small side is [8, 6, 3, 0, 7, 0, 3], the digits of b1 from small side is [6, 5, 0, 6, 9, 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 [8, 6, 3, 0, 7, 0, 3] and [6, 5, 0, 6, 9, 8, 5]
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:
6 plus 5
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 2:
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 3:
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 4:
7 plus 9
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 5:
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 6:
3 plus 5
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
we got list of digits [4, 2, 4, 6, 6, 9, 8]and Final Answer is 8966424
</think>
So 3070368 plus 5896056 is **8966424**
| 8,966,424
|
calculate 3070368+5896056
|
<think>so we need to add 5190557 and 4994506
5190557 has 7 digits, and 4994506 has 7 digits, the digits of a1 from small side is [7, 5, 5, 0, 9, 1, 5], the digits of b1 from small side is [6, 0, 5, 4, 9, 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, 5, 5, 0, 9, 1, 5] and [6, 0, 5, 4, 9, 9, 4]
now consider position 0:
7 plus 6
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 1:
5 plus 0
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 2:
5 plus 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 3:
0 plus 4
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 4:
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:
1 plus 9
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
5 plus 4
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [3, 6, 0, 5, 8, 1, 0, 1]and Final Answer is 10185063
</think>
So 5190557 plus 4994506 is **10185063**
| 10,185,063
|
calculate 5190557+4994506
|
<think>so we need to add 7003756 and 4531310
7003756 has 7 digits, and 4531310 has 7 digits, the digits of a1 from small side is [6, 5, 7, 3, 0, 0, 7], the digits of b1 from small side is [0, 1, 3, 1, 3, 5, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [6, 5, 7, 3, 0, 0, 7] and [0, 1, 3, 1, 3, 5, 4]
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:
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 3
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 3:
3 plus 1
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 4:
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:
0 plus 5
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 6:
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 [6, 6, 0, 5, 3, 5, 1, 1]and Final Answer is 11535066
</think>
So 7003756 plus 4531310 is **11535066**
| 11,535,066
|
calculate 7003756+4531310
|
<think>so we need to add 1491010 and 846979
1491010 has 7 digits, and 846979 has 6 digits, the digits of a1 from small side is [0, 1, 0, 1, 9, 4, 1], the digits of b1 from small side is [9, 7, 9, 6, 4, 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 [9, 7, 9, 6, 4, 8, 0], a1 has digits [0, 1, 0, 1, 9, 4, 1]lest's calculate digits by digits
the two numbers are [0, 1, 0, 1, 9, 4, 1] and [9, 7, 9, 6, 4, 8, 0]
now consider position 0:
0 plus 9
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 1:
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:
0 plus 9
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
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 4:
9 plus 4
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 5:
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:
1 plus 0
result is 1 and carry from last stage is 1.
with carry added, we got 2
since sum is less than 10, carry to next stage is 0, we got 2.
we got list of digits [9, 8, 9, 7, 3, 3, 2]and Final Answer is 2337989
</think>
So 1491010 plus 846979 is **2337989**
| 2,337,989
|
calculate 1491010+846979
|
<think>so we need to add 6283151 and 7251189
6283151 has 7 digits, and 7251189 has 7 digits, the digits of a1 from small side is [1, 5, 1, 3, 8, 2, 6], the digits of b1 from small side is [9, 8, 1, 1, 5, 2, 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, 5, 1, 3, 8, 2, 6] and [9, 8, 1, 1, 5, 2, 7]
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:
5 plus 8
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 2:
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:
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:
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:
2 plus 2
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 6:
6 plus 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 [0, 4, 3, 4, 3, 5, 3, 1]and Final Answer is 13534340
</think>
So 6283151 plus 7251189 is **13534340**
| 13,534,340
|
calculate 6283151+7251189
|
<think>so we need to add 3986789 and 6450583
3986789 has 7 digits, and 6450583 has 7 digits, the digits of a1 from small side is [9, 8, 7, 6, 8, 9, 3], the digits of b1 from small side is [3, 8, 5, 0, 5, 4, 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, 8, 7, 6, 8, 9, 3] and [3, 8, 5, 0, 5, 4, 6]
now consider position 0:
9 plus 3
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 1:
8 plus 8
result is 16 and carry from last stage is 1.
with carry added, we got 17
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 2:
7 plus 5
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
6 plus 0
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 4:
8 plus 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 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:
3 plus 6
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [2, 7, 3, 7, 3, 4, 0, 1]and Final Answer is 10437372
</think>
So 3986789 plus 6450583 is **10437372**
| 10,437,372
|
calculate 3986789+6450583
|
<think>so we need to add 4532835 and 5765479
4532835 has 7 digits, and 5765479 has 7 digits, the digits of a1 from small side is [5, 3, 8, 2, 3, 5, 4], the digits of b1 from small side is [9, 7, 4, 5, 6, 7, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [5, 3, 8, 2, 3, 5, 4] and [9, 7, 4, 5, 6, 7, 5]
now consider position 0:
5 plus 9
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 1:
3 plus 7
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 2:
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:
2 plus 5
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 4:
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:
5 plus 7
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 6:
4 plus 5
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 1, 3, 8, 9, 2, 0, 1]and Final Answer is 10298314
</think>
So 4532835 plus 5765479 is **10298314**
| 10,298,314
|
calculate 4532835+5765479
|
<think>so we need to add 1482459 and 9924792
1482459 has 7 digits, and 9924792 has 7 digits, the digits of a1 from small side is [9, 5, 4, 2, 8, 4, 1], the digits of b1 from small side is [2, 9, 7, 4, 2, 9, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 5, 4, 2, 8, 4, 1] and [2, 9, 7, 4, 2, 9, 9]
now consider position 0:
9 plus 2
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
5 plus 9
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 2:
4 plus 7
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 3:
2 plus 4
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 4:
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:
4 plus 9
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 6:
1 plus 9
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 5, 2, 7, 0, 4, 1, 1]and Final Answer is 11407251
</think>
So 1482459 plus 9924792 is **11407251**
| 11,407,251
|
calculate 1482459+9924792
|
<think>so we need to add 1417233 and 2461740
1417233 has 7 digits, and 2461740 has 7 digits, the digits of a1 from small side is [3, 3, 2, 7, 1, 4, 1], the digits of b1 from small side is [0, 4, 7, 1, 6, 4, 2],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 3, 2, 7, 1, 4, 1] and [0, 4, 7, 1, 6, 4, 2]
now consider position 0:
3 plus 0
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 1:
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 2:
2 plus 7
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
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 4:
1 plus 6
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
4 plus 4
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
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.
we got list of digits [3, 7, 9, 8, 7, 8, 3]and Final Answer is 3878973
</think>
So 1417233 plus 2461740 is **3878973**
| 3,878,973
|
calculate 1417233+2461740
|
<think>so we need to add 5626209 and 7046555
5626209 has 7 digits, and 7046555 has 7 digits, the digits of a1 from small side is [9, 0, 2, 6, 2, 6, 5], the digits of b1 from small side is [5, 5, 5, 6, 4, 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 [9, 0, 2, 6, 2, 6, 5] and [5, 5, 5, 6, 4, 0, 7]
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:
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:
2 plus 5
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 3:
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:
2 plus 4
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
6 plus 0
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
5 plus 7
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 6, 7, 2, 7, 6, 2, 1]and Final Answer is 12672764
</think>
So 5626209 plus 7046555 is **12672764**
| 12,672,764
|
calculate 5626209+7046555
|
<think>so we need to add 9814024 and 751085
9814024 has 7 digits, and 751085 has 6 digits, the digits of a1 from small side is [4, 2, 0, 4, 1, 8, 9], the digits of b1 from small side is [5, 8, 0, 1, 5, 7],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [5, 8, 0, 1, 5, 7, 0], a1 has digits [4, 2, 0, 4, 1, 8, 9]lest's calculate digits by digits
the two numbers are [4, 2, 0, 4, 1, 8, 9] and [5, 8, 0, 1, 5, 7, 0]
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 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 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:
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:
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 5:
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 6:
9 plus 0
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [9, 0, 1, 5, 6, 5, 0, 1]and Final Answer is 10565109
</think>
So 9814024 plus 751085 is **10565109**
| 10,565,109
|
calculate 9814024+751085
|
<think>so we need to add 8614587 and 1527148
8614587 has 7 digits, and 1527148 has 7 digits, the digits of a1 from small side is [7, 8, 5, 4, 1, 6, 8], the digits of b1 from small side is [8, 4, 1, 7, 2, 5, 1],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [7, 8, 5, 4, 1, 6, 8] and [8, 4, 1, 7, 2, 5, 1]
now consider position 0:
7 plus 8
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 1:
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:
5 plus 1
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 3:
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 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:
6 plus 5
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
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, 3, 7, 1, 4, 1, 0, 1]and Final Answer is 10141735
</think>
So 8614587 plus 1527148 is **10141735**
| 10,141,735
|
calculate 8614587+1527148
|
<think>so we need to add 5446119 and 551555
5446119 has 7 digits, and 551555 has 6 digits, the digits of a1 from small side is [9, 1, 1, 6, 4, 4, 5], the digits of b1 from small side is [5, 5, 5, 1, 5, 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 [5, 5, 5, 1, 5, 5, 0], a1 has digits [9, 1, 1, 6, 4, 4, 5]lest's calculate digits by digits
the two numbers are [9, 1, 1, 6, 4, 4, 5] and [5, 5, 5, 1, 5, 5, 0]
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:
1 plus 5
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
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 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:
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 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:
5 plus 0
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
we got list of digits [4, 7, 6, 7, 9, 9, 5]and Final Answer is 5997674
</think>
So 5446119 plus 551555 is **5997674**
| 5,997,674
|
calculate 5446119+551555
|
<think>so we need to add 4162114 and 6969480
4162114 has 7 digits, and 6969480 has 7 digits, the digits of a1 from small side is [4, 1, 1, 2, 6, 1, 4], the digits of b1 from small side is [0, 8, 4, 9, 6, 9, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 1, 1, 2, 6, 1, 4] and [0, 8, 4, 9, 6, 9, 6]
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:
1 plus 8
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
1 plus 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:
2 plus 9
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 4:
6 plus 6
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 5:
1 plus 9
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
4 plus 6
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [4, 9, 5, 1, 3, 1, 1, 1]and Final Answer is 11131594
</think>
So 4162114 plus 6969480 is **11131594**
| 11,131,594
|
calculate 4162114+6969480
|
<think>so we need to add 9071903 and 8931759
9071903 has 7 digits, and 8931759 has 7 digits, the digits of a1 from small side is [3, 0, 9, 1, 7, 0, 9], the digits of b1 from small side is [9, 5, 7, 1, 3, 9, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 0, 9, 1, 7, 0, 9] and [9, 5, 7, 1, 3, 9, 8]
now consider position 0:
3 plus 9
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 1:
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:
9 plus 7
result is 16 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 3:
1 plus 1
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 4:
7 plus 3
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
0 plus 9
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 6:
9 plus 8
result is 17 and carry from last stage is 1.
with carry added, we got 18
since sum is greater than 10, carry to next stage is 1, we got 8.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [2, 6, 6, 3, 0, 0, 8, 1]and Final Answer is 18003662
</think>
So 9071903 plus 8931759 is **18003662**
| 18,003,662
|
calculate 9071903+8931759
|
<think>so we need to add 7669118 and 8111143
7669118 has 7 digits, and 8111143 has 7 digits, the digits of a1 from small side is [8, 1, 1, 9, 6, 6, 7], the digits of b1 from small side is [3, 4, 1, 1, 1, 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 [8, 1, 1, 9, 6, 6, 7] and [3, 4, 1, 1, 1, 1, 8]
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:
1 plus 4
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 2:
1 plus 1
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 3:
9 plus 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:
6 plus 1
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
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:
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 [1, 6, 2, 0, 8, 7, 5, 1]and Final Answer is 15780261
</think>
So 7669118 plus 8111143 is **15780261**
| 15,780,261
|
calculate 7669118+8111143
|
<think>so we need to add 1002546 and 3914733
1002546 has 7 digits, and 3914733 has 7 digits, the digits of a1 from small side is [6, 4, 5, 2, 0, 0, 1], the digits of b1 from small side is [3, 3, 7, 4, 1, 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 [6, 4, 5, 2, 0, 0, 1] and [3, 3, 7, 4, 1, 9, 3]
now consider position 0:
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 1:
4 plus 3
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
5 plus 7
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 3:
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:
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:
0 plus 9
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 6:
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.
we got list of digits [9, 7, 2, 7, 1, 9, 4]and Final Answer is 4917279
</think>
So 1002546 plus 3914733 is **4917279**
| 4,917,279
|
calculate 1002546+3914733
|
<think>so we need to add 1971683 and 238050
1971683 has 7 digits, and 238050 has 6 digits, the digits of a1 from small side is [3, 8, 6, 1, 7, 9, 1], the digits of b1 from small side is [0, 5, 0, 8, 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 [0, 5, 0, 8, 3, 2, 0], a1 has digits [3, 8, 6, 1, 7, 9, 1]lest's calculate digits by digits
the two numbers are [3, 8, 6, 1, 7, 9, 1] and [0, 5, 0, 8, 3, 2, 0]
now consider position 0:
3 plus 0
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 1:
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 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:
1 plus 8
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
7 plus 3
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 5:
9 plus 2
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 6:
1 plus 0
result is 1 and carry from last stage is 1.
with carry added, we got 2
since sum is less than 10, carry to next stage is 0, we got 2.
we got list of digits [3, 3, 7, 9, 0, 2, 2]and Final Answer is 2209733
</think>
So 1971683 plus 238050 is **2209733**
| 2,209,733
|
calculate 1971683+238050
|
<think>so we need to add 2594154 and 5230702
2594154 has 7 digits, and 5230702 has 7 digits, the digits of a1 from small side is [4, 5, 1, 4, 9, 5, 2], the digits of b1 from small side is [2, 0, 7, 0, 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 [4, 5, 1, 4, 9, 5, 2] and [2, 0, 7, 0, 3, 2, 5]
now consider position 0:
4 plus 2
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 1:
5 plus 0
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 2:
1 plus 7
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 3:
4 plus 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 3
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 5:
5 plus 2
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
2 plus 5
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
we got list of digits [6, 5, 8, 4, 2, 8, 7]and Final Answer is 7824856
</think>
So 2594154 plus 5230702 is **7824856**
| 7,824,856
|
calculate 2594154+5230702
|
<think>so we need to add 6804868 and 677210
6804868 has 7 digits, and 677210 has 6 digits, the digits of a1 from small side is [8, 6, 8, 4, 0, 8, 6], the digits of b1 from small side is [0, 1, 2, 7, 7, 6],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [0, 1, 2, 7, 7, 6, 0], a1 has digits [8, 6, 8, 4, 0, 8, 6]lest's calculate digits by digits
the two numbers are [8, 6, 8, 4, 0, 8, 6] and [0, 1, 2, 7, 7, 6, 0]
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:
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:
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:
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:
0 plus 7
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
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 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 [8, 7, 0, 2, 8, 4, 7]and Final Answer is 7482078
</think>
So 6804868 plus 677210 is **7482078**
| 7,482,078
|
calculate 6804868+677210
|
<think>so we need to add 886800 and 287246
886800 has 6 digits, and 287246 has 6 digits, the digits of a1 from small side is [0, 0, 8, 6, 8, 8], the digits of b1 from small side is [6, 4, 2, 7, 8, 2],let's first align two number,
number1 has 6 digits, number2 has 6 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [0, 0, 8, 6, 8, 8] and [6, 4, 2, 7, 8, 2]
now consider position 0:
0 plus 6
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 1:
0 plus 4
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 2:
8 plus 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:
6 plus 7
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 4:
8 plus 8
result is 16 and carry from last stage is 1.
with carry added, we got 17
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 5:
8 plus 2
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 4, 0, 4, 7, 1, 1]and Final Answer is 1174046
</think>
So 886800 plus 287246 is **1174046**
| 1,174,046
|
calculate 886800+287246
|
<think>so we need to add 7367071 and 9043101
7367071 has 7 digits, and 9043101 has 7 digits, the digits of a1 from small side is [1, 7, 0, 7, 6, 3, 7], the digits of b1 from small side is [1, 0, 1, 3, 4, 0, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 7, 0, 7, 6, 3, 7] and [1, 0, 1, 3, 4, 0, 9]
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:
7 plus 0
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
0 plus 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:
7 plus 3
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
6 plus 4
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
3 plus 0
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 6:
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 [2, 7, 1, 0, 1, 4, 6, 1]and Final Answer is 16410172
</think>
So 7367071 plus 9043101 is **16410172**
| 16,410,172
|
calculate 7367071+9043101
|
<think>so we need to add 5037256 and 902234
5037256 has 7 digits, and 902234 has 6 digits, the digits of a1 from small side is [6, 5, 2, 7, 3, 0, 5], the digits of b1 from small side is [4, 3, 2, 2, 0, 9],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [4, 3, 2, 2, 0, 9, 0], a1 has digits [6, 5, 2, 7, 3, 0, 5]lest's calculate digits by digits
the two numbers are [6, 5, 2, 7, 3, 0, 5] and [4, 3, 2, 2, 0, 9, 0]
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:
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 2:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 3:
7 plus 2
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
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:
0 plus 9
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 6:
5 plus 0
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
we got list of digits [0, 9, 4, 9, 3, 9, 5]and Final Answer is 5939490
</think>
So 5037256 plus 902234 is **5939490**
| 5,939,490
|
calculate 5037256+902234
|
<think>so we need to add 9232075 and 7450573
9232075 has 7 digits, and 7450573 has 7 digits, the digits of a1 from small side is [5, 7, 0, 2, 3, 2, 9], the digits of b1 from small side is [3, 7, 5, 0, 5, 4, 7],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [5, 7, 0, 2, 3, 2, 9] and [3, 7, 5, 0, 5, 4, 7]
now consider position 0:
5 plus 3
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 1:
7 plus 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:
0 plus 5
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 3:
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:
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:
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 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [8, 4, 6, 2, 8, 6, 6, 1]and Final Answer is 16682648
</think>
So 9232075 plus 7450573 is **16682648**
| 16,682,648
|
calculate 9232075+7450573
|
<think>so we need to add 948222 and 8035501
948222 has 6 digits, and 8035501 has 7 digits, the digits of a1 from small side is [2, 2, 2, 8, 4, 9], the digits of b1 from small side is [1, 0, 5, 5, 3, 0, 8],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [2, 2, 2, 8, 4, 9, 0], b1 has digits [1, 0, 5, 5, 3, 0, 8]lest's calculate digits by digits
the two numbers are [2, 2, 2, 8, 4, 9, 0] and [1, 0, 5, 5, 3, 0, 8]
now consider position 0:
2 plus 1
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 1:
2 plus 0
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 2:
2 plus 5
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 3:
8 plus 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 4:
4 plus 3
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
9 plus 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:
0 plus 8
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
we got list of digits [3, 2, 7, 3, 8, 9, 8]and Final Answer is 8983723
</think>
So 948222 plus 8035501 is **8983723**
| 8,983,723
|
calculate 948222+8035501
|
<think>so we need to add 6475077 and 9838054
6475077 has 7 digits, and 9838054 has 7 digits, the digits of a1 from small side is [7, 7, 0, 5, 7, 4, 6], the digits of b1 from small side is [4, 5, 0, 8, 3, 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, 7, 0, 5, 7, 4, 6] and [4, 5, 0, 8, 3, 8, 9]
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 5
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 2:
0 plus 0
result is 0 and carry from last stage is 1.
with carry added, we got 1
since sum is less than 10, carry to next stage is 0, we got 1.
now consider position 3:
5 plus 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:
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 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:
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 [1, 3, 1, 3, 1, 3, 6, 1]and Final Answer is 16313131
</think>
So 6475077 plus 9838054 is **16313131**
| 16,313,131
|
calculate 6475077+9838054
|
<think>so we need to add 9704834 and 3627681
9704834 has 7 digits, and 3627681 has 7 digits, the digits of a1 from small side is [4, 3, 8, 4, 0, 7, 9], the digits of b1 from small side is [1, 8, 6, 7, 2, 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 [4, 3, 8, 4, 0, 7, 9] and [1, 8, 6, 7, 2, 6, 3]
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:
3 plus 8
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 2:
8 plus 6
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 3:
4 plus 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:
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 5:
7 plus 6
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 6:
9 plus 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 [5, 1, 5, 2, 3, 3, 3, 1]and Final Answer is 13332515
</think>
So 9704834 plus 3627681 is **13332515**
| 13,332,515
|
calculate 9704834+3627681
|
<think>so we need to add 8490619 and 3356001
8490619 has 7 digits, and 3356001 has 7 digits, the digits of a1 from small side is [9, 1, 6, 0, 9, 4, 8], the digits of b1 from small side is [1, 0, 0, 6, 5, 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 [9, 1, 6, 0, 9, 4, 8] and [1, 0, 0, 6, 5, 3, 3]
now consider position 0:
9 plus 1
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
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 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:
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 4:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 5:
4 plus 3
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
8 plus 3
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 2, 6, 6, 4, 8, 1, 1]and Final Answer is 11846620
</think>
So 8490619 plus 3356001 is **11846620**
| 11,846,620
|
calculate 8490619+3356001
|
<think>so we need to add 890913 and 3546630
890913 has 6 digits, and 3546630 has 7 digits, the digits of a1 from small side is [3, 1, 9, 0, 9, 8], the digits of b1 from small side is [0, 3, 6, 6, 4, 5, 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 [3, 1, 9, 0, 9, 8, 0], b1 has digits [0, 3, 6, 6, 4, 5, 3]lest's calculate digits by digits
the two numbers are [3, 1, 9, 0, 9, 8, 0] and [0, 3, 6, 6, 4, 5, 3]
now consider position 0:
3 plus 0
result is 3 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 1:
1 plus 3
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 2:
9 plus 6
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 3:
0 plus 6
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 4:
9 plus 4
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 5:
8 plus 5
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 6:
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 [3, 4, 5, 7, 3, 4, 4]and Final Answer is 4437543
</think>
So 890913 plus 3546630 is **4437543**
| 4,437,543
|
calculate 890913+3546630
|
<think>so we need to add 8196237 and 6903023
8196237 has 7 digits, and 6903023 has 7 digits, the digits of a1 from small side is [7, 3, 2, 6, 9, 1, 8], the digits of b1 from small side is [3, 2, 0, 3, 0, 9, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [7, 3, 2, 6, 9, 1, 8] and [3, 2, 0, 3, 0, 9, 6]
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:
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 2:
2 plus 0
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 3:
6 plus 3
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
9 plus 0
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 5:
1 plus 9
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 6, 2, 9, 9, 0, 5, 1]and Final Answer is 15099260
</think>
So 8196237 plus 6903023 is **15099260**
| 15,099,260
|
calculate 8196237+6903023
|
<think>so we need to add 4143701 and 9488226
4143701 has 7 digits, and 9488226 has 7 digits, the digits of a1 from small side is [1, 0, 7, 3, 4, 1, 4], the digits of b1 from small side is [6, 2, 2, 8, 8, 4, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 0, 7, 3, 4, 1, 4] and [6, 2, 2, 8, 8, 4, 9]
now consider position 0:
1 plus 6
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 1:
0 plus 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:
7 plus 2
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
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:
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 5:
1 plus 4
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
4 plus 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 [7, 2, 9, 1, 3, 6, 3, 1]and Final Answer is 13631927
</think>
So 4143701 plus 9488226 is **13631927**
| 13,631,927
|
calculate 4143701+9488226
|
<think>so we need to add 5243302 and 4227608
5243302 has 7 digits, and 4227608 has 7 digits, the digits of a1 from small side is [2, 0, 3, 3, 4, 2, 5], the digits of b1 from small side is [8, 0, 6, 7, 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 [2, 0, 3, 3, 4, 2, 5] and [8, 0, 6, 7, 2, 2, 4]
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:
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:
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:
3 plus 7
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
4 plus 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:
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:
5 plus 4
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
we got list of digits [0, 1, 9, 0, 7, 4, 9]and Final Answer is 9470910
</think>
So 5243302 plus 4227608 is **9470910**
| 9,470,910
|
calculate 5243302+4227608
|
<think>so we need to add 4486028 and 3328280
4486028 has 7 digits, and 3328280 has 7 digits, the digits of a1 from small side is [8, 2, 0, 6, 8, 4, 4], the digits of b1 from small side is [0, 8, 2, 8, 2, 3, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 2, 0, 6, 8, 4, 4] and [0, 8, 2, 8, 2, 3, 3]
now consider position 0:
8 plus 0
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 1:
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 2:
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 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:
8 plus 2
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
4 plus 3
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
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.
we got list of digits [8, 0, 3, 4, 1, 8, 7]and Final Answer is 7814308
</think>
So 4486028 plus 3328280 is **7814308**
| 7,814,308
|
calculate 4486028+3328280
|
<think>so we need to add 3204196 and 3781830
3204196 has 7 digits, and 3781830 has 7 digits, the digits of a1 from small side is [6, 9, 1, 4, 0, 2, 3], the digits of b1 from small side is [0, 3, 8, 1, 8, 7, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [6, 9, 1, 4, 0, 2, 3] and [0, 3, 8, 1, 8, 7, 3]
now consider position 0:
6 plus 0
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 1:
9 plus 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:
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:
4 plus 1
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 4:
0 plus 8
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
2 plus 7
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 6:
3 plus 3
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
we got list of digits [6, 2, 0, 6, 8, 9, 6]and Final Answer is 6986026
</think>
So 3204196 plus 3781830 is **6986026**
| 6,986,026
|
calculate 3204196+3781830
|
<think>so we need to add 9957738 and 6455650
9957738 has 7 digits, and 6455650 has 7 digits, the digits of a1 from small side is [8, 3, 7, 7, 5, 9, 9], the digits of b1 from small side is [0, 5, 6, 5, 5, 4, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 3, 7, 7, 5, 9, 9] and [0, 5, 6, 5, 5, 4, 6]
now consider position 0:
8 plus 0
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 1:
3 plus 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 2:
7 plus 6
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
7 plus 5
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 4:
5 plus 5
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
9 plus 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:
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 [8, 8, 3, 3, 1, 4, 6, 1]and Final Answer is 16413388
</think>
So 9957738 plus 6455650 is **16413388**
| 16,413,388
|
calculate 9957738+6455650
|
<think>so we need to add 8248041 and 4005149
8248041 has 7 digits, and 4005149 has 7 digits, the digits of a1 from small side is [1, 4, 0, 8, 4, 2, 8], the digits of b1 from small side is [9, 4, 1, 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 [1, 4, 0, 8, 4, 2, 8] and [9, 4, 1, 5, 0, 0, 4]
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:
4 plus 4
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 2:
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:
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 4:
4 plus 0
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 5:
2 plus 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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [0, 9, 1, 3, 5, 2, 2, 1]and Final Answer is 12253190
</think>
So 8248041 plus 4005149 is **12253190**
| 12,253,190
|
calculate 8248041+4005149
|
<think>so we need to add 2955415 and 8125231
2955415 has 7 digits, and 8125231 has 7 digits, the digits of a1 from small side is [5, 1, 4, 5, 5, 9, 2], the digits of b1 from small side is [1, 3, 2, 5, 2, 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 [5, 1, 4, 5, 5, 9, 2] and [1, 3, 2, 5, 2, 1, 8]
now consider position 0:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 1:
1 plus 3
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 2:
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 3:
5 plus 5
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
5 plus 2
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 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:
2 plus 8
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [6, 4, 6, 0, 8, 0, 1, 1]and Final Answer is 11080646
</think>
So 2955415 plus 8125231 is **11080646**
| 11,080,646
|
calculate 2955415+8125231
|
<think>so we need to add 1952403 and 502977
1952403 has 7 digits, and 502977 has 6 digits, the digits of a1 from small side is [3, 0, 4, 2, 5, 9, 1], the digits of b1 from small side is [7, 7, 9, 2, 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 [7, 7, 9, 2, 0, 5, 0], a1 has digits [3, 0, 4, 2, 5, 9, 1]lest's calculate digits by digits
the two numbers are [3, 0, 4, 2, 5, 9, 1] and [7, 7, 9, 2, 0, 5, 0]
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:
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 2:
4 plus 9
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
2 plus 2
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 4:
5 plus 0
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 5:
9 plus 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:
1 plus 0
result is 1 and carry from last stage is 1.
with carry added, we got 2
since sum is less than 10, carry to next stage is 0, we got 2.
we got list of digits [0, 8, 3, 5, 5, 4, 2]and Final Answer is 2455380
</think>
So 1952403 plus 502977 is **2455380**
| 2,455,380
|
calculate 1952403+502977
|
<think>so we need to add 5469664 and 5400331
5469664 has 7 digits, and 5400331 has 7 digits, the digits of a1 from small side is [4, 6, 6, 9, 6, 4, 5], the digits of b1 from small side is [1, 3, 3, 0, 0, 4, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [4, 6, 6, 9, 6, 4, 5] and [1, 3, 3, 0, 0, 4, 5]
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 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:
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:
9 plus 0
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
6 plus 0
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 5:
4 plus 4
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
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 [5, 9, 9, 9, 6, 8, 0, 1]and Final Answer is 10869995
</think>
So 5469664 plus 5400331 is **10869995**
| 10,869,995
|
calculate 5469664+5400331
|
<think>so we need to add 8033552 and 4909300
8033552 has 7 digits, and 4909300 has 7 digits, the digits of a1 from small side is [2, 5, 5, 3, 3, 0, 8], the digits of b1 from small side is [0, 0, 3, 9, 0, 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 [2, 5, 5, 3, 3, 0, 8] and [0, 0, 3, 9, 0, 9, 4]
now consider position 0:
2 plus 0
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 1:
5 plus 0
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 2:
5 plus 3
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 3:
3 plus 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:
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 9
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 6:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [2, 5, 8, 2, 4, 9, 2, 1]and Final Answer is 12942852
</think>
So 8033552 plus 4909300 is **12942852**
| 12,942,852
|
calculate 8033552+4909300
|
<think>so we need to add 2138635 and 6760698
2138635 has 7 digits, and 6760698 has 7 digits, the digits of a1 from small side is [5, 3, 6, 8, 3, 1, 2], the digits of b1 from small side is [8, 9, 6, 0, 6, 7, 6],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [5, 3, 6, 8, 3, 1, 2] and [8, 9, 6, 0, 6, 7, 6]
now consider position 0:
5 plus 8
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 1:
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:
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 3:
8 plus 0
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 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:
1 plus 7
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
2 plus 6
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
we got list of digits [3, 3, 3, 9, 9, 8, 8]and Final Answer is 8899333
</think>
So 2138635 plus 6760698 is **8899333**
| 8,899,333
|
calculate 2138635+6760698
|
<think>so we need to add 5618816 and 6747644
5618816 has 7 digits, and 6747644 has 7 digits, the digits of a1 from small side is [6, 1, 8, 8, 1, 6, 5], the digits of b1 from small side is [4, 4, 6, 7, 4, 7, 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, 1, 8, 8, 1, 6, 5] and [4, 4, 6, 7, 4, 7, 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:
1 plus 4
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 2:
8 plus 6
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 3:
8 plus 7
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 4:
1 plus 4
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 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:
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, 6, 4, 6, 6, 3, 2, 1]and Final Answer is 12366460
</think>
So 5618816 plus 6747644 is **12366460**
| 12,366,460
|
calculate 5618816+6747644
|
<think>so we need to add 2134645 and 4448616
2134645 has 7 digits, and 4448616 has 7 digits, the digits of a1 from small side is [5, 4, 6, 4, 3, 1, 2], the digits of b1 from small side is [6, 1, 6, 8, 4, 4, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [5, 4, 6, 4, 3, 1, 2] and [6, 1, 6, 8, 4, 4, 4]
now consider position 0:
5 plus 6
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
4 plus 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 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 8
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 4:
3 plus 4
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
1 plus 4
result is 5 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 6:
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 [1, 6, 2, 3, 8, 5, 6]and Final Answer is 6583261
</think>
So 2134645 plus 4448616 is **6583261**
| 6,583,261
|
calculate 2134645+4448616
|
<think>so we need to add 9518768 and 3147559
9518768 has 7 digits, and 3147559 has 7 digits, the digits of a1 from small side is [8, 6, 7, 8, 1, 5, 9], the digits of b1 from small side is [9, 5, 5, 7, 4, 1, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 6, 7, 8, 1, 5, 9] and [9, 5, 5, 7, 4, 1, 3]
now consider position 0:
8 plus 9
result is 17 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 1:
6 plus 5
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 2:
7 plus 5
result is 12 and carry from last stage is 1.
with carry added, we got 13
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
8 plus 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:
1 plus 4
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 5:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
9 plus 3
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [7, 2, 3, 6, 6, 6, 2, 1]and Final Answer is 12666327
</think>
So 9518768 plus 3147559 is **12666327**
| 12,666,327
|
calculate 9518768+3147559
|
<think>so we need to add 5231647 and 7468475
5231647 has 7 digits, and 7468475 has 7 digits, the digits of a1 from small side is [7, 4, 6, 1, 3, 2, 5], the digits of b1 from small side is [5, 7, 4, 8, 6, 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 [7, 4, 6, 1, 3, 2, 5] and [5, 7, 4, 8, 6, 4, 7]
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:
4 plus 7
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 2:
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 3:
1 plus 8
result is 9 and carry from last stage is 1.
with carry added, we got 10
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 4:
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 5:
2 plus 4
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 6:
5 plus 7
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [2, 2, 1, 0, 0, 7, 2, 1]and Final Answer is 12700122
</think>
So 5231647 plus 7468475 is **12700122**
| 12,700,122
|
calculate 5231647+7468475
|
<think>so we need to add 4064391 and 8796254
4064391 has 7 digits, and 8796254 has 7 digits, the digits of a1 from small side is [1, 9, 3, 4, 6, 0, 4], the digits of b1 from small side is [4, 5, 2, 6, 9, 7, 8],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [1, 9, 3, 4, 6, 0, 4] and [4, 5, 2, 6, 9, 7, 8]
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:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 2:
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:
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:
6 plus 9
result is 15 and carry from last stage is 1.
with carry added, we got 16
since sum is greater than 10, carry to next stage is 1, we got 6.
now consider position 5:
0 plus 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 8
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [5, 4, 6, 0, 6, 8, 2, 1]and Final Answer is 12860645
</think>
So 4064391 plus 8796254 is **12860645**
| 12,860,645
|
calculate 4064391+8796254
|
<think>so we need to add 6055742 and 4755762
6055742 has 7 digits, and 4755762 has 7 digits, the digits of a1 from small side is [2, 4, 7, 5, 5, 0, 6], the digits of b1 from small side is [2, 6, 7, 5, 5, 7, 4],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [2, 4, 7, 5, 5, 0, 6] and [2, 6, 7, 5, 5, 7, 4]
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:
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 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:
5 plus 5
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 4:
5 plus 5
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
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:
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 [4, 0, 5, 1, 1, 8, 0, 1]and Final Answer is 10811504
</think>
So 6055742 plus 4755762 is **10811504**
| 10,811,504
|
calculate 6055742+4755762
|
<think>so we need to add 1864679 and 1270189
1864679 has 7 digits, and 1270189 has 7 digits, the digits of a1 from small side is [9, 7, 6, 4, 6, 8, 1], the digits of b1 from small side is [9, 8, 1, 0, 7, 2, 1],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 7, 6, 4, 6, 8, 1] and [9, 8, 1, 0, 7, 2, 1]
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:
6 plus 1
result is 7 and carry from last stage is 1.
with carry added, we got 8
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 3:
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:
6 plus 7
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 5:
8 plus 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:
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 [8, 6, 8, 4, 3, 1, 3]and Final Answer is 3134868
</think>
So 1864679 plus 1270189 is **3134868**
| 3,134,868
|
calculate 1864679+1270189
|
<think>so we need to add 4084471 and 7234784
4084471 has 7 digits, and 7234784 has 7 digits, the digits of a1 from small side is [1, 7, 4, 4, 8, 0, 4], the digits of b1 from small side is [4, 8, 7, 4, 3, 2, 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, 7, 4, 4, 8, 0, 4] and [4, 8, 7, 4, 3, 2, 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:
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 2:
4 plus 7
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 3:
4 plus 4
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
8 plus 3
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 5:
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:
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.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [5, 5, 2, 9, 1, 3, 1, 1]and Final Answer is 11319255
</think>
So 4084471 plus 7234784 is **11319255**
| 11,319,255
|
calculate 4084471+7234784
|
<think>so we need to add 2540872 and 4607300
2540872 has 7 digits, and 4607300 has 7 digits, the digits of a1 from small side is [2, 7, 8, 0, 4, 5, 2], the digits of b1 from small side is [0, 0, 3, 7, 0, 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 [2, 7, 8, 0, 4, 5, 2] and [0, 0, 3, 7, 0, 6, 4]
now consider position 0:
2 plus 0
result is 2 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 1:
7 plus 0
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
8 plus 3
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 3:
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:
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 5:
5 plus 6
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 6:
2 plus 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 [2, 7, 1, 8, 4, 1, 7]and Final Answer is 7148172
</think>
So 2540872 plus 4607300 is **7148172**
| 7,148,172
|
calculate 2540872+4607300
|
<think>so we need to add 9051511 and 766697
9051511 has 7 digits, and 766697 has 6 digits, the digits of a1 from small side is [1, 1, 5, 1, 5, 0, 9], the digits of b1 from small side is [7, 9, 6, 6, 6, 7],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [7, 9, 6, 6, 6, 7, 0], a1 has digits [1, 1, 5, 1, 5, 0, 9]lest's calculate digits by digits
the two numbers are [1, 1, 5, 1, 5, 0, 9] and [7, 9, 6, 6, 6, 7, 0]
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:
1 plus 9
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 2:
5 plus 6
result is 11 and carry from last stage is 1.
with carry added, we got 12
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 3:
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:
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:
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:
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, 0, 2, 8, 1, 8, 9]and Final Answer is 9818208
</think>
So 9051511 plus 766697 is **9818208**
| 9,818,208
|
calculate 9051511+766697
|
<think>so we need to add 7172597 and 1466531
7172597 has 7 digits, and 1466531 has 7 digits, the digits of a1 from small side is [7, 9, 5, 2, 7, 1, 7], the digits of b1 from small side is [1, 3, 5, 6, 6, 4, 1],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [7, 9, 5, 2, 7, 1, 7] and [1, 3, 5, 6, 6, 4, 1]
now consider position 0:
7 plus 1
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 1:
9 plus 3
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 2:
5 plus 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:
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:
7 plus 6
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 5:
1 plus 4
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
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.
we got list of digits [8, 2, 1, 9, 3, 6, 8]and Final Answer is 8639128
</think>
So 7172597 plus 1466531 is **8639128**
| 8,639,128
|
calculate 7172597+1466531
|
<think>so we need to add 6719548 and 3118426
6719548 has 7 digits, and 3118426 has 7 digits, the digits of a1 from small side is [8, 4, 5, 9, 1, 7, 6], the digits of b1 from small side is [6, 2, 4, 8, 1, 1, 3],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [8, 4, 5, 9, 1, 7, 6] and [6, 2, 4, 8, 1, 1, 3]
now consider position 0:
8 plus 6
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 1:
4 plus 2
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
5 plus 4
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
9 plus 8
result is 17 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 4:
1 plus 1
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 5:
7 plus 1
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
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 [4, 7, 9, 7, 3, 8, 9]and Final Answer is 9837974
</think>
So 6719548 plus 3118426 is **9837974**
| 9,837,974
|
calculate 6719548+3118426
|
<think>so we need to add 614608 and 4374704
614608 has 6 digits, and 4374704 has 7 digits, the digits of a1 from small side is [8, 0, 6, 4, 1, 6], the digits of b1 from small side is [4, 0, 7, 4, 7, 3, 4],let's first align two number,
number1 has 6 digits, number2 has 7 digits
since b1 has more digits than a1, we append 0 to a1's left side to make them have the same number of digits
we need append 0 for 1 time to a1's left side,now a1 has digits [8, 0, 6, 4, 1, 6, 0], b1 has digits [4, 0, 7, 4, 7, 3, 4]lest's calculate digits by digits
the two numbers are [8, 0, 6, 4, 1, 6, 0] and [4, 0, 7, 4, 7, 3, 4]
now consider position 0:
8 plus 4
result is 12 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 2.
now consider position 1:
0 plus 0
result is 0 and carry from last stage is 1.
with carry added, we got 1
since sum is less than 10, carry to next stage is 0, we got 1.
now consider position 2:
6 plus 7
result is 13 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 3.
now consider position 3:
4 plus 4
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
1 plus 7
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 5:
6 plus 3
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 6:
0 plus 4
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
we got list of digits [2, 1, 3, 9, 8, 9, 4]and Final Answer is 4989312
</think>
So 614608 plus 4374704 is **4989312**
| 4,989,312
|
calculate 614608+4374704
|
<think>so we need to add 3753751 and 796067
3753751 has 7 digits, and 796067 has 6 digits, the digits of a1 from small side is [1, 5, 7, 3, 5, 7, 3], the digits of b1 from small side is [7, 6, 0, 6, 9, 7],let's first align two number,
number1 has 7 digits, number2 has 6 digits
since a1 has more digits than b1, we append 0 to b1's left side to make them have the same number of digits
we need append 0 for 1 time to b1's left side,now b1 has digits [7, 6, 0, 6, 9, 7, 0], a1 has digits [1, 5, 7, 3, 5, 7, 3]lest's calculate digits by digits
the two numbers are [1, 5, 7, 3, 5, 7, 3] and [7, 6, 0, 6, 9, 7, 0]
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:
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 2:
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 3:
3 plus 6
result is 9 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
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 5:
7 plus 7
result is 14 and carry from last stage is 1.
with carry added, we got 15
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 6:
3 plus 0
result is 3 and carry from last stage is 1.
with carry added, we got 4
since sum is less than 10, carry to next stage is 0, we got 4.
we got list of digits [8, 1, 8, 9, 4, 5, 4]and Final Answer is 4549818
</think>
So 3753751 plus 796067 is **4549818**
| 4,549,818
|
calculate 3753751+796067
|
<think>so we need to add 288542 and 5008136
288542 has 6 digits, and 5008136 has 7 digits, the digits of a1 from small side is [2, 4, 5, 8, 8, 2], the digits of b1 from small side is [6, 3, 1, 8, 0, 0, 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 [2, 4, 5, 8, 8, 2, 0], b1 has digits [6, 3, 1, 8, 0, 0, 5]lest's calculate digits by digits
the two numbers are [2, 4, 5, 8, 8, 2, 0] and [6, 3, 1, 8, 0, 0, 5]
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:
4 plus 3
result is 7 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 2:
5 plus 1
result is 6 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 3:
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 4:
8 plus 0
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 5:
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:
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 [8, 7, 6, 6, 9, 2, 5]and Final Answer is 5296678
</think>
So 288542 plus 5008136 is **5296678**
| 5,296,678
|
calculate 288542+5008136
|
<think>so we need to add 6617392 and 4928169
6617392 has 7 digits, and 4928169 has 7 digits, the digits of a1 from small side is [2, 9, 3, 7, 1, 6, 6], the digits of b1 from small side is [9, 6, 1, 8, 2, 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 [2, 9, 3, 7, 1, 6, 6] and [9, 6, 1, 8, 2, 9, 4]
now consider position 0:
2 plus 9
result is 11 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 1.
now consider position 1:
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:
3 plus 1
result is 4 and carry from last stage is 1.
with carry added, we got 5
since sum is less than 10, carry to next stage is 0, we got 5.
now consider position 3:
7 plus 8
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 4:
1 plus 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:
6 plus 9
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 6:
6 plus 4
result is 10 and carry from last stage is 1.
with carry added, we got 11
since sum is greater than 10, carry to next stage is 1, we got 1.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 6, 5, 5, 4, 5, 1, 1]and Final Answer is 11545561
</think>
So 6617392 plus 4928169 is **11545561**
| 11,545,561
|
calculate 6617392+4928169
|
<think>so we need to add 7227407 and 9449323
7227407 has 7 digits, and 9449323 has 7 digits, the digits of a1 from small side is [7, 0, 4, 7, 2, 2, 7], the digits of b1 from small side is [3, 2, 3, 9, 4, 4, 9],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [7, 0, 4, 7, 2, 2, 7] and [3, 2, 3, 9, 4, 4, 9]
now consider position 0:
7 plus 3
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 1:
0 plus 2
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 2:
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 3:
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 4:
2 plus 4
result is 6 and carry from last stage is 1.
with carry added, we got 7
since sum is less than 10, carry to next stage is 0, we got 7.
now consider position 5:
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 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, 3, 7, 6, 7, 6, 6, 1]and Final Answer is 16676730
</think>
So 7227407 plus 9449323 is **16676730**
| 16,676,730
|
calculate 7227407+9449323
|
<think>so we need to add 3160249 and 5471635
3160249 has 7 digits, and 5471635 has 7 digits, the digits of a1 from small side is [9, 4, 2, 0, 6, 1, 3], the digits of b1 from small side is [5, 3, 6, 1, 7, 4, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [9, 4, 2, 0, 6, 1, 3] and [5, 3, 6, 1, 7, 4, 5]
now consider position 0:
9 plus 5
result is 14 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 1:
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 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:
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 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:
1 plus 4
result is 5 and carry from last stage is 1.
with carry added, we got 6
since sum is less than 10, carry to next stage is 0, we got 6.
now consider position 6:
3 plus 5
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
we got list of digits [4, 8, 8, 1, 3, 6, 8]and Final Answer is 8631884
</think>
So 3160249 plus 5471635 is **8631884**
| 8,631,884
|
calculate 3160249+5471635
|
<think>so we need to add 2614845 and 4919065
2614845 has 7 digits, and 4919065 has 7 digits, the digits of a1 from small side is [5, 4, 8, 4, 1, 6, 2], the digits of b1 from small side is [5, 6, 0, 9, 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 [5, 4, 8, 4, 1, 6, 2] and [5, 6, 0, 9, 1, 9, 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:
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 2:
8 plus 0
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 3:
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:
1 plus 1
result is 2 and carry from last stage is 1.
with carry added, we got 3
since sum is less than 10, carry to next stage is 0, we got 3.
now consider position 5:
6 plus 9
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 6:
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 [0, 1, 9, 3, 3, 5, 7]and Final Answer is 7533910
</think>
So 2614845 plus 4919065 is **7533910**
| 7,533,910
|
calculate 2614845+4919065
|
<think>so we need to add 1404208 and 3420219
1404208 has 7 digits, and 3420219 has 7 digits, the digits of a1 from small side is [8, 0, 2, 4, 0, 4, 1], the digits of b1 from small side is [9, 1, 2, 0, 2, 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, 2, 4, 0, 4, 1] and [9, 1, 2, 0, 2, 4, 3]
now consider position 0:
8 plus 9
result is 17 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 7.
now consider position 1:
0 plus 1
result is 1 and carry from last stage is 1.
with carry added, we got 2
since sum is less than 10, carry to next stage is 0, we got 2.
now consider position 2:
2 plus 2
result is 4 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 4.
now consider position 3:
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:
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:
4 plus 4
result is 8 and carry from last stage is 0.
since sum is less than 10, carry to next stage is 0, we got 8.
now consider position 6:
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.
we got list of digits [7, 2, 4, 4, 2, 8, 4]and Final Answer is 4824427
</think>
So 1404208 plus 3420219 is **4824427**
| 4,824,427
|
calculate 1404208+3420219
|
<think>so we need to add 8988433 and 5470628
8988433 has 7 digits, and 5470628 has 7 digits, the digits of a1 from small side is [3, 3, 4, 8, 8, 9, 8], the digits of b1 from small side is [8, 2, 6, 0, 7, 4, 5],let's first align two number,
number1 has 7 digits, number2 has 7 digits
since a1 and b1 have the same number of digits, no need to do alignment
lest's calculate digits by digits
the two numbers are [3, 3, 4, 8, 8, 9, 8] and [8, 2, 6, 0, 7, 4, 5]
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 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 2:
4 plus 6
result is 10 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 0.
now consider position 3:
8 plus 0
result is 8 and carry from last stage is 1.
with carry added, we got 9
since sum is less than 10, carry to next stage is 0, we got 9.
now consider position 4:
8 plus 7
result is 15 and carry from last stage is 0.
since sum is greater than 10, carry to next stage is 1, we got 5.
now consider position 5:
9 plus 4
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
now consider position 6:
8 plus 5
result is 13 and carry from last stage is 1.
with carry added, we got 14
since sum is greater than 10, carry to next stage is 1, we got 4.
carry from final stage is not 0, so we add 1 to the final result.
we got list of digits [1, 6, 0, 9, 5, 4, 4, 1]and Final Answer is 14459061
</think>
So 8988433 plus 5470628 is **14459061**
| 14,459,061
|
calculate 8988433+5470628
|
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