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timetrader
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GMAT Test M05 Master Thread - All discussions Updated on: 27 Dec 2010, 21:02
Originally posted by timetrader on 15 May 2009, 02:46.
Last edited by bb on 27 Dec 2010, 21:02, edited 1 time in total.
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Discussion of Questions in GMAT Test M05

Question 1 | -
Question 2 | -
Question 3 | -
Question 4 | Discussion
Question 5 | Discussion
Question 6 | Discussion
Question 7 | Discussion
Question 8 | -
Question 9 | Discussion
Question 10 | Discussion
Question 11 | -
Question 12 | Discussion
Question 13 | -
Question 14 | Discussion
Question 15 | Discussion
Question 16 | Discussion
Question 17 | Discussion
Question 18 | -
Question 19 | -
Question 20 | -
Question 21 | -
Question 22 | Discussion
Question 23 | Discussion
Question 24 | -
Question 25 | -
Question 26 | -
Question 27 | Discussion
Question 28 | -
Question 29 | Discussion
Question 30 | Discussion
Question 31 | Discussion
Question 32 | Discussion
Question 33 | Discussion
Question 34 | -
Question 35 | -
Question 36 | Discussion
Question 37 | -

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danielduq
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GMAT Test M05 Master Thread - All discussions 29 Nov 2009, 08:00
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Hi - I'm struggling with question 37 - could you help:

Is the average of a set of 5 distinct positive integers { a, b , 4, 6, 2} greater than the median?

1. the highest number in the set is 6
2. the lowest number in the set is 2

I picked E. I agree with the OA that 1 and 2 are insufficient. What I don't see is how they are sufficient together (OA is C). For example, if a=2,b=2, the average would be 16/5 or 3.2 while the median would be 2 - so the average would be greater than the median. However, if a=3,b=5, then the average and median are the same (4). How is E not the OA? Please help!

Thanks

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