20112

20112 is a positive integer that lies between 20111 and 20113. It is even and composite, with several divisors.

Its prime factorization is 20112 = 2^4 × 3 × 419. This factorization implies a total of 20 positive divisors and shows the number is divisible by powers of two up to 16, by 3, by 419, and by their various products.

The complete set of divisors is: 1, 2, 3, 4, 6, 8, 12, 16, 24, 48, 419, 838, 1257, 1676, 2514, 3352, 5028, 6704, 10056, 20112.

In practical terms, 20112 can appear as a decimal identifier in various contexts, such as postal codes, catalog numbers, or other database keys. Without a specific context, it does not point to a single well-known entity.

From a arithmetic standpoint, 20112 is divisible by 3, as the sum of its digits is 6. It is also divisible by 6 and by 12, reflecting its factorization into 2^4 and 3. It is not a prime and is not a power of a single prime, but rather a composite number with a relatively simple factor structure involving 2, 3, and 419.

See also: 20111, 20113, and the general study of five-digit integers.