1097×107

1097×107 refers to the multiplication of the two integers 1097 and 107. The product is 117,379.

One way to derive the result is by using the distributive property: 1097×107 = 1097×(100+7) = 1097×100 + 1097×7 = 109,700 + 7,679 = 117,379. Another way is to use a slight rearrangement: (1100−3)×107 = 1100×107 − 3×107 = 117,700 − 321 = 117,379.

Both factors are odd and, in this case, prime numbers: 1097 is prime, and 107 is prime, so the prime factorization of the product is simply 1097×107. The resulting six-digit number, 117,379, is not divisible by 2 or 5, and its digit sum is 28, which is not divisible by 3, consistent with its factors.

In summary, 1097×107 equals 117,379, a six-digit product obtained by straightforward arithmetic, and it serves as an example of multiplying relatively large integers with simple, exact results.

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