You missed smth in stmt 2, but let's see why stmt 1 is insufficient:
Take 8. It has only one prime factor, p = 2. p^2 = 4 and is also a divisor of 8. However, 8 is not a perfect square. This can be extended to all cubes of prime numbers, so you basically have an infinity of counter-examples.
variables
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Source: Beat The GMAT — Data Sufficiency |

















