codesnooker GMAT Destroyer!

Joined: 18 Jan 2008 Posts: 427
Thanks given: 9 Thanked 20 times in 20 posts
Test Date: Not Decided Target GMAT Score: 800 GMAT Score: 580
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Posted: Wed May 14, 2008 7:31 pm Post subject: |
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Answer is (C)
Condition 1: n is multiple of 20 (not sufficient, lets say n = 20, which is not multiple of 15)
Condition 2: n + 6 is multiple of 3 (not sufficient, lets say n = 3, which is not multiple of 15)
Let try both conditions together:
From condition n could be 20, 40, 60, 80, 100, 120......
On applying condition 2 on the above dataset, our dataset would be reduced
to 60, 120, 180......
which is divisible by 15.
Hence both conditions together are sufficient. (C) _________________ Code Snooker
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Decisions are neither wrong nor right, only their results are either good or bad. |
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