Prove that for any positive integers a and b, a # b = gcd(a, b) # lcm(a, b). (Hint
Chapter 2, Problem 13(choose chapter or problem)
Prove that for any positive integers a and b, a # b = gcd(a, b) # lcm(a, b). (Hint: consider both a and b in their factored form as a product of primes.)
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