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deepak_free
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The problem deals with the issue of square roots - and how they relate to integers. When you think of integers you have to consider integers, fractions, decimals and square roots.
if n^2 is an integer then n could be an integer or a square root - for instance (SQRT2)^2=2 so you can't be sure that n is an integer.
however if SQRT(n) is an integer that means that n is a perfect square - which means that n is the product of 2 integers therefor you know that n must be an integer.
Answer is B.
















