602000

602000 is a six-digit decimal integer. In mathematics it is an even composite number. Its prime factorization is 602000 = 2^4 × 5^3 × 7 × 43. It is divisible by 1000, since it ends with three zeros, and can be written as 2000 × 301. Consequently, the number is divisible by 16 and by 125 as well. The total number of positive divisors is (4+1)(3+1)(1+1)(1+1) = 80.

In practical use, 602000 may appear as a numeric identifier in various coding schemes. It can function as a postal code, catalog number, or database key, depending on the system that assigns the code. Six-digit codes are common in many countries for geographic regions, administrative districts, or service identifiers, but a given six-digit sequence such as 602000 has no inherent meaning outside its specific context.

Because it is a plain integer, 602000 can also be encountered in programming and data contexts as a literal value or as part of calculations involving multipliers of powers of ten (for example, 602000 = 602 × 1000 or 2000 × 301). Its properties as a multiple of 1000 and as a product of relatively small primes make it convenient in certain arithmetic or encoding tasks, though these characteristics do not imply any universal significance beyond the number itself.