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Updated on: 07 May 2019, 12:24
Originally posted by MahmoudFawzy on 07 May 2019, 11:40.
Last edited by MahmoudFawzy on 07 May 2019, 12:24, edited 1 time in total.
Last edited by MahmoudFawzy on 07 May 2019, 12:24, edited 1 time in total.
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Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
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57% (01:21) correct
43%
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If \(m = k*p\), where \(k\) and \(m\) are different positive integers, then does \(m\) have more than 5 prime factors?
1) \(k\) has 5 different prime factors.
2) \(p\) has 5 different prime factors.
Source "GMAT Math Bible" p.440
1) \(k\) has 5 different prime factors.
2) \(p\) has 5 different prime factors.
Source "GMAT Math Bible" p.440
07 May 2019, 12:09
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imo E
I only - INSUFFICIENT
Only says that k has 5 prime factors -- p may have the same 5 prime factors or a different set.
II only - INSUFFICIENT
Same reason, vice versa.
I and II - INSUFFICIENT
k can have the same set of prime factors as p, or a different set. Since m's prime factors are the set of both k and p's prime factors, we don't know how many different prime factors m has.
I only - INSUFFICIENT
Only says that k has 5 prime factors -- p may have the same 5 prime factors or a different set.
II only - INSUFFICIENT
Same reason, vice versa.
I and II - INSUFFICIENT
k can have the same set of prime factors as p, or a different set. Since m's prime factors are the set of both k and p's prime factors, we don't know how many different prime factors m has.
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