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07 May 2021, 05:54
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B
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
5%
(low)
Question Stats:
90% (00:41) correct
10%
(00:40)
wrong
based on 87
sessions
History
Date
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If p and q are integers, is (p + q)/2 an integer?
(1) p < 17
(2) p = q
(1) p < 17
(2) p = q
hykhan
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Location: Canada
Concentration: Healthcare, Entrepreneurship
Schools: Judge '23 (M$) INSEAD Aug 22 intake (A)
GMAT 1: 700 Q47 V39
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07 May 2021, 05:59
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Statement I
if p = 16 and q = 2 the answer is YES. If p = 15 and q = 2 the answer is NO. Insufficient
Statement II
p = q, therefore p+q = 2P and 2p/2 = p which is an integer, therefore statement II is sufficient.
B.
if p = 16 and q = 2 the answer is YES. If p = 15 and q = 2 the answer is NO. Insufficient
Statement II
p = q, therefore p+q = 2P and 2p/2 = p which is an integer, therefore statement II is sufficient.
B.
07 May 2021, 06:05
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The question essentially is asking whether p and q sum to an even number (ie are both even or both odd).
1) Does not say whether p is even or odd, and says nothing about q INSUFFICIENT
2.) As p = q, (p + q)/2 will always be an integer. (2+2)/2 = 2 or (3+3)/2 = SUFFICIENT
Answer B
1) Does not say whether p is even or odd, and says nothing about q INSUFFICIENT
2.) As p = q, (p + q)/2 will always be an integer. (2+2)/2 = 2 or (3+3)/2 = SUFFICIENT
Answer B
