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RudraM
If m and n are non-zero integers, is mn > nn?
Statement 1: |m| = n
Statement 2: m < n

Is mn > nn?
Is n*(m-n) > 0?


Statement 1: |m| = n
i.e. n is definitely positive
i.e. if m is positive then n*(m-n) = 0 i.e. answer to the question is NO
and if m is Negative then n*(m-n) < 0 i.e. answer to the question is NO

SUFFICIENT

Statement 2: m < n

@m=2 and n=3, n*(m-n) < 0 i.e. answer to the question is NO
@m=-5 and n=-2, n*(m-n) > 0 i.e. answer to the question is YES

NOT SUFFICIENT

Answer: Option A
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