10936

10936 is an even integer with a straightforward prime factorization: 10936 = 2^3 × 1367, where 1367 is a prime number. This makes 10936 a composite number. It is not a prime, not a perfect square or cube, and it is not a triangular number. The sum of its decimal digits is 19, indicating it is not divisible by 3 or 9. The number is divisible by 2, 4, and 8, yielding quotients 5468, 2734, and 1367 respectively.

In other base representations, 10936 is 2AB8 in hexadecimal, 25270 in octal, and 10101010111000 in binary. These representations reflect its factorization by powers of two (eight in decimal) and the remaining prime factor 1367.

Contextually, 10936 serves as an example of an even composite number with a small power-of-two factor and a larger odd prime factor. Its size places it in the ten-thousands range, and it is often used in arithmetic examples involving divisibility, factorization, and conversions between numeral bases. As a numeric value, it sits between 10935 and 10937, with 10935 itself equal to 5 × 3^7 and 10937 being a neighboring integer with its own distinct factorization.