SOLUTION: If x, y ∈ Q then there are integers a, b, c such that x = a/c and y =b/c
Can this be proven using a proof or is there a solid counterexample?
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-> SOLUTION: If x, y ∈ Q then there are integers a, b, c such that x = a/c and y =b/c
Can this be proven using a proof or is there a solid counterexample?
.
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Question 1042956: If x, y ∈ Q then there are integers a, b, c such that x = a/c and y =b/c
Can this be proven using a proof or is there a solid counterexample?
. Answer by richard1234(7193) (Show Source):