4860

4860 is a natural number that follows 4859 and precedes 4861. In mathematics, it is an even composite integer with prime factorization 2^2 × 3^5 × 5. This shows that it is divisible by 4, 9, and 5, as well as by their combinations. It is a multiple of 60 (since 4860 = 60 × 81) and of 90 (4860 = 90 × 54); indeed, 60, 81, 90, and 54 are all divisors. The prime factorization also implies divisibility by 243 (3^5) and by 81 (3^4). The number has 36 positive divisors.

The decimal representation is 4,860, a round number ending in zero. The sum of its digits is 18, so 4860 is divisible by the digit sum and is a Harshad (Niven) number in base 10. It is also divisible by 15, 30, and many other common factors derived from its factorization.

In short, 4860 is a compact example of a number with a rich factor structure, being expressible as 2^2 × 3^5 × 5 and as the product 60 × 81, reflecting its place in standard arithmetic involving small primes. It appears primarily in mathematical contexts for illustrating divisor counts and factorization properties rather than in widely cited cultural or historical contexts.