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if p is even or q is even or r is even, then pqr is even (assuming p, q, and r are integers) trying to prove this statement
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write one of them as 2*k where k is an integer
right, we have the definition of an even number which is what you are saying, im new to proofs though, so we assume one of them is even, but what do we assume of the other two? do we do cases here?
without loss of generality assume p is the one that is even. then pqr=2kqr=2(kqr) which is an even number
ahh, I see, because it is back to 2 times an integer, thank you
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