6071

6071 is an integer. It is composite, with prime factorization 13 × 467, where 467 is prime. Therefore the positive divisors of 6071 are 1, 13, 467, and 6071. The number is odd, not a perfect square or cube, and it is a semiprime (the product of two distinct primes) and squarefree, which also means it has exactly four positive divisors.

In modular arithmetic, 6071 is congruent to 3 modulo 4, since 6071 ≡ 3 (mod 4). As a consequence, it cannot be expressed as a sum of two squares. The decimal digit sum of 6071 is 14, so it is not divisible by 3. Numerically, 6071 lies between 77^2 = 5929 and 78^2 = 6084, being 13 less than 6084.

Beyond its role as a specific integer, 6071 is sometimes used as an example in number theory to illustrate properties of semiprimes and divisors. Its factorization demonstrates how a number can be composite yet contain only two distinct prime factors, yielding a simple divisor structure. There is no widely recognized special name or widely cited application tied specifically to 6071, apart from its usefulness as a representative case in discussions of semiprimes and modular properties.