37×1010

37×1010 denotes the product of the integers 37 and 1010. In decimal arithmetic, the result is 37370. The calculation can be shown directly or by using the distributive property: since 1010 = 1000 + 10, 37×1010 = 37×1000 + 37×10 = 37000 + 370 = 37370.

Prime factorization provides further insight. The number 37 is prime, and 1010 factors as 2 × 5 × 101. Therefore 37370 = 2 × 5 × 37 × 101. This confirms the product is divisible by 2, 5, and 10, as well as by 37 and 101.

In alternative representations, the product is written as 3.737 × 10^4 in scientific notation, since 37370 equals 37,370 when expressed with four trailing zeros in the exponent form. The last digit of the product is 0, reflecting the factor of 10 in 1010.

Contextually, the expression illustrates basic arithmetic properties: multiplying a number by a decimal-ended integer can be decomposed into simpler components, and the prime factorization reveals the multiplicative structure of the result. The specific product 37 × 1010 is a straightforward example of how factors combine to yield a rounded decimal ending in zero.