SOLUTION: Two positive integers M and N are defined to be relatively prime if GCF(M, N) = 1. Which two pairs are numbers below are relatively prime? a. 17 and 51 b. 6 and 25

Algebra ->  Divisibility and Prime Numbers -> SOLUTION: Two positive integers M and N are defined to be relatively prime if GCF(M, N) = 1. Which two pairs are numbers below are relatively prime? a. 17 and 51 b. 6 and 25      Log On


   



Question 53043: Two positive integers M and N are defined to be relatively prime if GCF(M, N) = 1. Which two pairs are numbers below are relatively prime?
a. 17 and 51
b. 6 and 25
c. 18 and 45
d. None of the above. In order for two numbers to be relatively prime, at least one of them has to be prime

Found 2 solutions by consc198, math_iz_hard:
Answer by consc198(59) About Me  (Show Source):
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a. 17 and 51

Answer by math_iz_hard(8) About Me  (Show Source):