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NidhiR
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why isnt the valid vote 72x/99?

G-Man
This is a fraction problem.
It is mentioned in the question that 1/9 of the voters did not cast their vote, which means 8/9 of the voters cast their votes. (casted votes = 8x/9)
Invalid votes = 8x/99
Valid votes = 80x/99

33.5% of valid votes is 38400 votes less than 66.5% votes (winning candidate)
This implies, that 33% of valid votes is = 38400

that is 80x/99 * 33/100 = 38400
After rearranging, x (no. of voters) = 144000

OPTION D
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mexna
why isnt the valid vote 72x/99?



Because invalid votes are 1/11 of the votes polled, not of total voters. Since votes polled are 8x/9, valid votes are 10/11 of 8x/9, which gives 80x/99, not 72x/99.
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but 8/9th of option d isnt divisible by 11 either
ThatDudeKnows


We need an answer choice that is divisible by 9. B, C, and E are out. Let's just test A or D.

A:
108000 total voters.
12000 didn't cast votes. That means 96000 did cast votes.
1/11 were invalid. Wait, 96000 isn't divisible by 11. A is out.

We don't need to find the RIGHT answer if we can find four WRONG answers!

Answer choice D.


I like this question; kudos to NidhiR. I think the question does a great job of being solvable using quantitative skills if you feel inclined to go that route but also allows us to get to the right answer using mostly reasoning and only basic quantitative skills. After all, the two main sections of the GMAT are not Quantitative and Verbal; they are Quantitative REASONING and Verbal REASONING. Between the two section names, Reasoning appears twice and Quantitative and Verbal each appears once. ;)
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