6494

6494 is a natural number that sits between 6493 and 6495. It is even and composite, with a prime factorization of 2 × 17 × 191. Because it is the product of three distinct primes, 6494 is square-free and has exactly eight divisors: 1, 2, 17, 34, 191, 382, 3247, and 6494.

In decimal form, the sum of its digits is 23, giving a digital root of 5. The number is not a Harshad number since 6494 is not divisible by 23. It is congruent to 2 modulo 4 and to 2 modulo 3, reflecting its even composition and digit-sum properties.

6494 can be represented in other bases as 0x195E in hexadecimal and 0o4536 in octal. In binary, it is 1100101011110, illustrating a 13-bit representation.

As a mathematical object, 6494 serves as a straightforward example of a square-free, composite integer with multiple small prime factors. Its factorization demonstrates how a number can be broken into a product of distinct primes, leading to a precise divisor structure. Beyond this, 6494 has no widely noted special significance in standard mathematical catalogs, and it is primarily of interest in discussions of number factorization, base representations, and basic arithmetic properties.