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on the lighter side :If we get such questions in GMAT we will mark the wrong answer and still come back with a high score 
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- Stacey Koprince
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This is a REALLY hard question. If you see something like this on the test, be happy, even if you don't get it right! 
Yes, the wording is a bit tricky and, yes, you can sometimes get similar wording on the real test. Most of the time the wording is fairly straightforward but sometimes on the hardest questions, if you miss even a single word, it will change the whole problem.
For example, check out this OG problem (10th edition, PS #284):
On a certain road, 10 percent of the motorists exceed the posted speed limit and receive speeding tickets, but 20 percent of the motorists who exceed the posted speed limit do not receive speeding tickets. What percent of the motorists on that road exceed the posted speed limit?
(A) 10.5 %
(B) 12.5 %
(C) 15 %
(D) 22 %
(E) 30 %
When I give this one in class, the vast majority get it wrong the first time. Once they know how to do it, though, they realize the catch, and they realize they need to REMEMBER that catch so that they won't make the same mistake when they see a problem of this type again. The key is to learn the setup so that you can avoid the trap the next time.
(I'll post the OA down below in a separate post for people who want to try it without looking at the answer.)
Yes, the wording is a bit tricky and, yes, you can sometimes get similar wording on the real test. Most of the time the wording is fairly straightforward but sometimes on the hardest questions, if you miss even a single word, it will change the whole problem.
For example, check out this OG problem (10th edition, PS #284):
On a certain road, 10 percent of the motorists exceed the posted speed limit and receive speeding tickets, but 20 percent of the motorists who exceed the posted speed limit do not receive speeding tickets. What percent of the motorists on that road exceed the posted speed limit?
(A) 10.5 %
(B) 12.5 %
(C) 15 %
(D) 22 %
(E) 30 %
When I give this one in class, the vast majority get it wrong the first time. Once they know how to do it, though, they realize the catch, and they realize they need to REMEMBER that catch so that they won't make the same mistake when they see a problem of this type again. The key is to learn the setup so that you can avoid the trap the next time.
(I'll post the OA down below in a separate post for people who want to try it without looking at the answer.)
Please note: I do not use the Private Messaging system! I will not see any PMs that you send to me!!
Stacey Koprince
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Manhattan GMAT
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Stacey Koprince
GMAT Instructor
Director of Online Community
Manhattan GMAT
Contributor to Beat The GMAT!
Learn more about me
GMAT/MBA Expert
- Stacey Koprince
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The answer to the above PS question is B. The answer is NOT E, though most people pick it (even people who learn our double-set matrix method for doing this problem). Why? The wording. (What's the key word?)
I won't put an explanation up yet - play with it.
I won't put an explanation up yet - play with it.
Please note: I do not use the Private Messaging system! I will not see any PMs that you send to me!!
Stacey Koprince
GMAT Instructor
Director of Online Community
Manhattan GMAT
Contributor to Beat The GMAT!
Learn more about me
Stacey Koprince
GMAT Instructor
Director of Online Community
Manhattan GMAT
Contributor to Beat The GMAT!
Learn more about me
B it is.
Suppose there are x total motorists.
Suppose there are y motorists that exceed speed limit
x/10 gets ticket.
y/5 don't get ticket.
x/10 + y/5 = y . Solve to get y/x = 5/40.
% of motorists who exceed speed limit = 5*100/40 = 12.5%
Suppose there are x total motorists.
Suppose there are y motorists that exceed speed limit
x/10 gets ticket.
y/5 don't get ticket.
x/10 + y/5 = y . Solve to get y/x = 5/40.
% of motorists who exceed speed limit = 5*100/40 = 12.5%
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But I am still confused 
The question says 10 percent of the motorists exceed the posted speed limit and receive speeding tickets.
when there are x motorist x/10 gets tickets - I agree
But x/10 also exceed the posted speed,rite?
I know I am missing something
Would you please explain
The question says 10 percent of the motorists exceed the posted speed limit and receive speeding tickets.
when there are x motorist x/10 gets tickets - I agree
But x/10 also exceed the posted speed,rite?
I know I am missing something
Would you please explain
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samirpandeyit62
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Hi Saurabh,
say x is the nos of motorists on the road
and let y be nos of motorists who exceed the speed limit
so .2y = nos of the motorists who exceed the posted speed limit do not receive speeding tickets
so .8y = nos of the motorists who exceed the posted speed limit & receive speeding tickets
now we have .8y = .1x (i.e. 10 percent of the total motorists exceed the posted speed limit and receive speeding tickets)
so y/x =1/8
% =12.5 percent
Hope this helps u.
say x is the nos of motorists on the road
and let y be nos of motorists who exceed the speed limit
so .2y = nos of the motorists who exceed the posted speed limit do not receive speeding tickets
so .8y = nos of the motorists who exceed the posted speed limit & receive speeding tickets
now we have .8y = .1x (i.e. 10 percent of the total motorists exceed the posted speed limit and receive speeding tickets)
so y/x =1/8
% =12.5 percent
Hope this helps u.
Regards
Samir
Samir












