Number Theory
# Prime Factorization and Divisors

How many positive divisors does the number \(2^63^8\) have?

How many factors does \(2500000\) have?

Find the sum of all the positive divisors of 28.

How many positive integers less than or equal to \(500\) have exactly \(3\) positive divisors?

How many factors does the integer \(4^8\times6^7\times12^7\) have?

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