131×1022

131×1022 is the product of two integers, 131 and 1022. It serves as a straightforward example of multiplication and factorization in basic arithmetic.

Calculating the product can be shown step by step: 1022×131 = 1022×100 + 1022×30 + 1022×1 = 102,200 + 30,660 + 1,022 = 133,882. This yields the result 133,882 in decimal notation.

Factorization and properties. The number 131 is a prime, meaning it has no positive divisors other than 1 and itself. The number 1022 factors as 2 × 7 × 73. Because 131 shares no common factor with 1022, the greatest common divisor of 131 and 1022 is 1. Consequently, the prime factorization of the product 133,882 is 2 × 7 × 73 × 131. The product is therefore composite and even (divisible by 2), but it is not divisible by 3 or 5.

Context and relevance. The value 133,882 can appear in educational examples involving multiplication, factorization, and basic number properties. It also illustrates how the multiplication of relatively prime integers yields a product whose prime factorization is the combination of the factors of the multiplicands.