38003900

38003900 is an eight-digit integer in the decimal numeral system. It is even and composite, with properties that make it useful as an example in arithmetic. The number ends with two zeros, so it is divisible by 100 and, more generally, by 2^2 and 5^2.

Its prime factorization is 38003900 = 2^2 × 5^2 × 11 × 34549, where 34549 is a prime number. From this factorization, the total number of positive divisors is (2+1)(2+1)(1+1)(1+1) = 36. The number is not a perfect square, not prime, and does not belong to any widely noted special families such as triangular or square numbers.

In mathematical contexts, 38003900 can serve as a representative example for divisibility, factorization, and divisor-count problems. It may also appear as a random identifier in databases or sample datasets, where eight-digit integers are used to illustrate data-handling concepts. Beyond these uses, the value 38003900 does not carry widely recognized historical or theoretical significance.

See also: integer factorization, divisibility, divisor function.