10642

10642 is a positive integer. It is even and composite. The prime factorization of 10642 is 2 × 17 × 313, which makes it a squarefree number and a sphenic number (the product of three distinct primes).

As a result, 10642 has eight positive divisors: 1, 2, 17, 34, 313, 626, 5321, and 10642. The divisor-counting formula for squarefree numbers with three distinct primes gives d(10642) = 2^3 = 8. The sum of its divisors is sigma(10642) = (1+2)(1+17)(1+313) = 16956.

In mathematical context, 10642’s structure as 2 × 17 × 313 means it is not prime, not a perfect square, and not a perfect power. It serves as an example of a sphenic number, a class of integers that are the product of exactly three distinct primes. Its digits sum to 13, yielding a digital root of 4, but this property is incidental rather than a defining feature.