5241

5241 is a natural number that comes after 5240 and before 5242. In mathematics, it is an odd composite number with a simple prime factorization: 5241 = 3 × 1747. Since 1747 is prime, 5241 is a semiprime, the product of two distinct primes. The sum of its digits is 12, so the number is divisible by 3 but not by 9. Its divisors are 1, 3, 1747, and 5241.

In various bases, 5241 has the following representations: binary 1010001111001, octal 12171, decimal 5241, and hexadecimal 0x1479. In base 4 it is 1101321_4. These representations illustrate how the same integer can appear in different numeral systems.

There is no widely recognized mathematical significance attached to 5241 beyond its status as a semiprime and a determinant example for factorization discussions. It does not, for instance, form a commonly cited special sequence or identity in standard number theory beyond illustrating properties of numbers that are products of two primes.

Summary information about 5241 highlights its basic arithmetic characteristics (odd, composite, semiprime), its divisors, and its representations in several bases. As a plain integer, it serves as a straightforward example for illustrating divisor structure and base representation rather than as a historically prominent constant or theorem.