13×83

13×83 denotes the product of the integers 13 and 83. Computing it gives 13×83 = 830 + 249 = 1,079.

Prime factorization: 13 and 83 are primes, so 1079 = 13 × 83. As a result, 1079 is a semiprime and has four divisors: 1, 13, 83, and 1079.

Properties: The number 1079 is odd and squarefree, since its prime factors are distinct. It is not divisible by 2, 3, 5, or 7, and its only prime factors are 13 and 83.

Context and usage: The expression 13×83 is a straightforward example in arithmetic and number theory to illustrate multiplication of primes, prime factorization, and the concept of semiprimes. It can appear in educational materials, exercises, or demonstrations of basic divisor structure in integers.