925444

925444 is a six-digit decimal number. It is a perfect square, since 962 squared equals 925,444 (962 × 962 = 925,444).

In factorization terms, 962 factors as 2 × 13 × 37, so 925,444 = 2^2 × 13^2 × 37^2. This makes 925,444 a square of a composite number, specifically (2 × 13 × 37)^2 = 962^2. The number has 27 positive divisors, corresponding to the exponents in its prime factorization (3 × 3 × 3). Its square root is 962, and it can also be expressed as 4 × 481^2, since 481^2 = 231,361 and 4 × 231,361 = 925,444.

Digit-wise properties include a digit sum of 28 (9 + 2 + 5 + 4 + 4 + 4). The last two digits are 44, so the number is divisible by 4, but it is not divisible by 3 or 5. Its evenness confirms divisibility by 2, ascending from its factorization.

In practical terms, 925444 may be used as a numeric identifier, catalog code, or serial number within various data systems. There is no widely recognized historical, mathematical constant, or cultural significance uniquely attached to this specific number beyond its status as a square with integer root. Its meaning, if any, depends on the context in which it appears. Related topics include perfect squares, square numbers, and prime factorization.