5121

5121 is a natural number that lies between 5120 and 5122. In mathematics, it is an odd composite integer. Its prime factorization is 3^2 × 569, with 569 being a prime number. As a result, the positive divisors of 5121 are 1, 3, 9, 569, 1707, and 5121. The digit sum of 5121 is 9, so the number is divisible by 9 and, consequently, by 3 as well. The total number of positive divisors is six.

In various numeral systems, 5121 has the following representations: in binary it is 1010000000001_2, in octal it is 12001_8, and in hexadecimal it is 0x1401. These representations reflect its factorization and size relative to powers of two, eight, and sixteen.

As a number, 5121 does not have widely cited special properties or notable nomenclature beyond its status as a composite integer with factors 3^2 and 569. It can arise in modular arithmetic, divisibility tests, and combinatorial contexts any time a specific integer with these factors is relevant. Beyond its basic numeric characteristics, there are no commonly recognized constants, theorems, or named objects universally associated with the number 5121 in standard mathematical literature.