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Difficulty:
55%
(hard)
Question Stats:
53%
(01:41)
correct 47%
(01:41)
wrong
based on 15
sessions
History
Date
Time
Result
Not Attempted Yet
A candy wholesaler needs to quickly sell some candy bars that are nearing their expiration date, so he reduced the price of the candy bars. By what percent did he reduce the price of the candy bars?
(1) The price of a candy bar was reduced by 36 cents.
(2) If a candy retailer purchases a case of 144 candy bars from the wholesaler, she will save $51.84 as a result of the price reduction.
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I definitely thought that the OA was wrong, so I posted the above problem.
However to explain my answer I was typing my explanation ... and realized that the OA is right. So sorry for adding another question to the thread ... no help needed as such.
your equation is correct. But hwen you solve it, it would be: 144x - 144x +144*36 = 5184 you would notice here that the x variable is getting cancellend. Hence, you would never be able to find out X!!
both the statements reveal the same thing...
I hope its clear now.
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Let the OLD price per candy is X Let the NEW price per candy is Y
Given Y< X (price reduced) Reduced price / candy is X-Y
Qtn: What percent of X is X-Y. Say P percent…what is P? X*p/100 =X-Y P=(X-Y)/X percent
Hence to answer this qtn: we need to know both X and Y OR both X-Y and X (which will in a way give Y too)
Stmnt1: says X-Y = 36 NOT suff. As no info abt X to determine P Stmnt2: X-Y = $51.84 / 144 (this is nothing but stmnt 1) In cents -> 5184/144 = 36 cents (i.e. stmnt1) hence NOT SUFF. (This is one of the tricks in GMAT DS qtns where stmnt 1 says “Half of the glass is full” and stmnt2 says the same but differently like – “Half of the glass is empty”
1&2 no luck as both are same.
Answer “E”
Regards, Murali.
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Hi there,
This topic has been closed and archived due to inactivity or violation of community quality standards. No more replies are possible here.
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