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C
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Difficulty:
75%
(hard)
Question Stats:
49% (01:50) correct
51%
(01:51)
wrong
based on 167
sessions
History
Date
Time
Result
Not Attempted Yet
If p^3 ≥ −125, and p is an integer, what is the value of p ?
(1) 3p + 16 ≤ 4
(2) p^2 > 16
(1) 3p + 16 ≤ 4
(2) p^2 > 16
10 Oct 2016, 16:24
Kudos
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p^3>=-125
p>=-5 (since p is an integer, we can eliminate possibilities of fraction)
St 1:
3p+16=<4
3p=<-12
p=<-4
So p can be -4 or -5
Insufficient
Statement 2:
p^2>16
So p>4 or p<-4
Insufficient
Statement 1 &2:
p can be -4 or -5
p<-4
So p=-5
Sufficient
C
Sent from my iPhone using GMAT Club Forum mobile app
p>=-5 (since p is an integer, we can eliminate possibilities of fraction)
St 1:
3p+16=<4
3p=<-12
p=<-4
So p can be -4 or -5
Insufficient
Statement 2:
p^2>16
So p>4 or p<-4
Insufficient
Statement 1 &2:
p can be -4 or -5
p<-4
So p=-5
Sufficient
C
Sent from my iPhone using GMAT Club Forum mobile app
10 Oct 2016, 19:53
Kudos
Bookmarks
SW4
Rephrasing question p>=-5 then p=??
(1)3p + 16 ≤ 4
then p<=-4
p= -4 or -5-------->insuff..
(2) p is not equal to 4 or -4; p can be any values >4 or <-4
combining both p=-5--------->suff..
Ans C
