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05 Oct 2012, 12:26
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Question Stats:

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Hey guys can someone help me with the answer to the question attached. I took this test on status prep and I am not able to understand how to reach to the correct answer.

Here is the question -

If you spend $96 and a book stores sells all of its books for the same price, how much does a book currently cost if you could buy 4 more books if the price were to drop$2?
You chose: B)

A) 6
B) 8
C) 12
D) 16
E) 24
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Last edited by Bunuel on 05 Oct 2012, 21:11, edited 1 time in total.
Renamed the topic.
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Re: Need Help With A Math question [#permalink]

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05 Oct 2012, 13:16
Moving to the PS forum since you will get a better answer/support here. Please post your future Math/Verbal questions in the proper sub-forums.

Thank you!
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Re: Need Help With A Math question [#permalink]

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05 Oct 2012, 17:22
If you spend $96 and a book stores sells all of its books for the same price, how much does a book currently cost if you could buy 4 more books if the price were to drop$2?
You chose: B)

A) 6
B) 8
C) 12
D) 16
E) 24

The answer can't possibly be A altho I am a moron and factoring this out is racking my brain. Something is wrong here. Ok if the current price is A or $6 then you can purchase 16 books at a total of$96. If the price per book dropped $2 it would then be a price of$4 a book which would enable you to purchase a total of 24 books (96/4=24 and 24-16=8 NOT 4 as indicated in the questions stem) so unless I am misreading this then something is completely wrong. I agree with your answer of B just based on simple math. I just wanted to respond so you wouldn't sit and think you were wrong. You are definitely right. Now had they asked for the price AFTER the drop of two dollars per unit then I would agree with A. Can you please show me how you factored this out because I am going crazy right now. Forget it I'm an idiot I just realized the error in the way I factored it out. Whew I bet I'll never get one of these types of problems wrong again. Thanks!
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Re: Need Help With A Math question [#permalink]

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05 Oct 2012, 20:59
Hey thanks a lot for your reply ! Even I tried solving it both way via the equation as well as putting the variable in choice in that equation. And even I arrived at the same answer as you did. I am assuming that the question is wrong unless someone from Stratus Prep and actually comment and explain the right answer. Two of my other friends also tried solving it and they came up with the same answer.
Once again thank u so much
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Re: Need Help With A Math question [#permalink]

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05 Oct 2012, 21:08
As I review my errors more I get a feeling that that test has some flaws in it. For example one question was repeated twice with restrictions changed but the answer remained same which cannot be the case. Check the attached files. May be someone can help me understand where I am going wrong. Thanks,Meghna
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Question_1.png [ 168.2 KiB | Viewed 1360 times ]

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05 Oct 2012, 22:26
Meghnasingla wrote:
Hey guys can someone help me with the answer to the question attached. I took this test on status prep and I am not able to understand how to reach to the correct answer.

Here is the question -

If you spend $96 and a book stores sells all of its books for the same price, how much does a book currently cost if you could buy 4 more books if the price were to drop$2?
You chose: B)

A) 6
B) 8
C) 12
D) 16
E) 24

Hi there. The answer you chose (b) WOULD be right if you ignore the last half.
Here are the steps to the problem.

x = Amount of Books Purchased
p = Price of the Books
t = Total Amount spent

With this, you can derive these two equations.

(x)(p) = 96
(p-2)(x+4) = 96

If you foil the bottom equation, you would get this:

px + 4p - 2x - 8 = 96

and since (p)(x) = 96, you plug it in to get:

96 + 4p - 2x - 8 = 96

simplify:

2p - x = 4

single out p to solve for the question:

p = (x + 4) / 2

now, you would plug in the answers.

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06 Oct 2012, 01:00
Ah.... got it now. Thanks so much for the explanation !!

Q1 - If there are twice as many women as men in a group and an equal number of men and women do not own cars - a group that is 30% of the total. What fraction of the total is men who own cars?

A) 3⁄20
B) 11⁄60
C) 9⁄40
D) 1⁄3
E) 11⁄20

Q2 - If there are twice as many men as women in a group and an equal number of men and women do not own cars - a group that is 30% of the total. What fraction of the total is men who own cars?

You chose: B)

A) 3⁄20
B) 11⁄60
C) 9⁄40
D) 1⁄3
E) 11⁄20
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Re: If you spend $96 and a book stores sells all of its books [#permalink] ### Show Tags 06 Oct 2012, 03:10 1 This post received KUDOS Meghnasingla wrote: Ah.... got it now. Thanks so much for the explanation !! Can you guys please help in solving the other two questions as well. Q1 - If there are twice as many women as men in a group and an equal number of men and women do not own cars - a group that is 30% of the total. What fraction of the total is men who own cars? Correct answer: B) A) 3⁄20 B) 11⁄60 C) 9⁄40 D) 1⁄3 E) 11⁄20 Q2 - If there are twice as many men as women in a group and an equal number of men and women do not own cars - a group that is 30% of the total. What fraction of the total is men who own cars? Correct answer: B) You chose: B) A) 3⁄20 B) 11⁄60 C) 9⁄40 D) 1⁄3 E) 11⁄20 Since the question deals in only fractions, we are free to pick smart numbers. Since I see 30% and 50%(equal number of men and women in a group) I'l choose a number which is divisible by 30 and does not give an odd number when divided by two.( Although any number would work just as well). So I'm picking 60 and lets assume the total number of people in the group is 60. Create a table as below: I'm just highlighting whatever is given in the question in green (My "smart number" is also in green) Rest is filled in accordingly. Similarly Q2 can also be tackled. Hope it helps. Men Women Total Car 11 31 42 No Car 9 9 18 Total 20 40 60 _________________ Did you find this post helpful?... Please let me know through the Kudos button. Thanks To The Almighty - My GMAT Debrief GMAT Reading Comprehension: 7 Most Common Passage Types Re: If you spend$96 and a book stores sells all of its books   [#permalink] 06 Oct 2012, 03:10
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