4985

4985 is an integer that comes after 4984 and before 4986. In mathematics, it is a semiprime because it has exactly two prime factors: 5 and 997. Consequently, its positive divisors are 1, 5, 997, and 4985. Its parity is odd, and it is not divisible by 2 or 3; the digit sum is 26, giving a digital root of 8.

One of the notable facts about 4985 is that 997 is the largest three-digit prime, which appears as a factor in the number’s prime factorization. Because of its factorization, 4985 has four divisors in total and exhibits the simple divisor structure characteristic of semiprimes.

In decimal notation, 4985 is written with the digits 4, 9, 8, and 5. Representations in bases other than ten differ, but the standard decimal form is commonly used in arithmetic, counting, and cataloging where natural numbers are required. The number’s properties make it a typical example for illustrating basic factorization and divisor-counting concepts in introductory number theory.