1) n could have 3 or 4 prime factors (multiplying by 2 adds a prime factor if n is odd).
2) Taking the root of a perfect square doesn't change the number of prime factors, it just reduces the length. Since we know n is an integer, n^2 is a perfect square, and n must have the same 4 prime factors. Only 2) is sufficient.
Factors
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Source: Beat The GMAT — Data Sufficiency |












