14×162

14×162 is the product of the integers 14 and 162. The result is 2,268.

It can be computed by distributive property: 14×162 = 14×(100+60+2) = 1,400 + 840 + 28 = 2,268.

Prime factorization: 14×162 = (2×7)×(2×3^4) = 2^2 × 3^4 × 7 = 2,268. The number of positive divisors is 30, derived from the exponents in the factorization as (2+1)×(4+1)×(1+1).

In number theory, 2,268 is an even, composite number that can arise in problems involving products of small primes. It has applications in arithmetic contexts where factor combinations include 2, 3, and 7, and it serves as an example of how prime factorization determines divisor structure and related properties.