4923

4923 is a natural number that comes after 4922 and before 4924. In mathematics, it is an odd composite number with prime factorization 3^2 × 547, making it divisible by 3 and by 9. The sum of its digits is 18, which confirms divisibility by 9. Its positive divisors are 1, 3, 9, 547, 1641 and 4923, for a total of six divisors. In modular arithmetic, 4923 is congruent to 0 modulo 3 and modulo 9.

In numeral systems beyond decimal, 4923 can be expressed as 1001100111011 in binary and 0x133B in hexadecimal. These representations reflect its binary and base-16 forms, respectively.

As a four-digit composite number, 4923 does not belong to any widely recognized special number sequence, and it does not possess notable properties that distinguish it from many other similarly sized composites. It serves as an example of a number with a small square factor (3^2) multiplied by a larger prime (547).

The use of 4923 outside pure mathematics is not tied to a well-known historical event or widely cited cultural significance. It may appear as an identifier in various catalogs or datasets where numbers are assigned sequentially or arbitrarily, but there is no widely documented, specific meaning attached to the number itself.