1×108

1×108 is a simple arithmetic expression that multiplies the numbers 1 and 108 using the decimal multiplication operator. The product of these two integers is 108.

The expression illustrates the multiplicative identity property: multiplying any number by 1 leaves it unchanged. In general, for any number n, 1×n = n and n×1 = n.

108 is a positive integer with prime factorization 2^2 × 3^3. It has 12 positive divisors, including 1 and itself. It is an abundant number since the sum of its proper divisors (172) exceeds 108. Its divisors demonstrate relationships with several common multipliers, such as 108 = 9×12 and 108 = 4×27.

In decimal notation, 108 lies between 100 and 110 and is divisible by 9 and by 4. In computing contexts, the decimal number 108 has various representations depending on base and encoding; for example, in ASCII, the decimal code 108 corresponds to the lowercase letter l.