10×161

10×161 is the product of the integers 10 and 161. In standard arithmetic, multiplication is equivalent to repeated addition, so 161 added to itself ten times equals 1610. The expression can also be understood through prime factorization: 161 = 7 × 23, so 10 × 161 = 10 × 7 × 23.

The result is 1610. This can be obtained by multiplying 161 by 10, which shifts the digits one place to the left in decimal notation, or by rearranging factors: 10 × 161 = (2 × 5) × (7 × 23) = 2 × 5 × 7 × 23.

Factorization and properties: 1610 is an even number and ends with a zero, indicating divisibility by 2 and 5. Its prime factorization is 2 × 5 × 7 × 23. Consequently, 1610 is divisible by 7, 23, and 10 (as well as by 14, 46, and other composite combinations derived from its factors).

Context and usage: The product 10×161 may appear in basic arithmetic examples, scaling quantities by a factor of 10, or in problems involving area, money, or unit conversions where a multiplier of 10 is applied to 161 units. It also serves as a straightforward case illustrating how factorization of one multiplicand (161) combines with the factors of the other (10) to yield the full factorization of the product.