9396

9396 is a positive integer. It is even and composite. Its prime factorization is 9396 = 2^2 × 3^4 × 29, which implies it has 30 positive divisors. The sum of its digits is 27, so 9396 is divisible by 9 and is a Harshad (Niven) number in base 10.

In decimal notation, the digits are 9, 3, 9, and 6. In other common numeral bases, 9396 is written as 0x24B4 in hexadecimal, 0o22264 in octal, and binary 10010010110100.

Properties tied to its factorization include that 81 (=3^4) divides 9396 and that the number is a multiple of 36 as well (since 2^2 × 3^2 = 4 × 9 = 36). It is not a prime, and it has 30 positive divisors overall.

Context: Numbers like 9396 are used in basic number theory to illustrate divisor counting and base-conversion concepts. While not associated with a particular mathematical constant or famous theorem, its factorization demonstrates how a number’s structure determines its divisors and its representations across numeral systems.