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If the drama club and music club are combined, what percent

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If the drama club and music club are combined, what percent [#permalink]

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If the drama club and music club are combined, what percent of the combined membership will be male?

(1) Of the 16 members of the drama club, 15 are male.
(2) Of the 20 members of the music club, 10 are male.

OPEN DISCUSSION OF THIS QUESTION IS HERE: if-the-drama-club-and-music-club-is-combined-what-percent-109769.html
[Reveal] Spoiler: OA

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Last edited by Yahsek on 30 Apr 2008, 19:12, edited 1 time in total.
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New post 30 Apr 2008, 18:31
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c

Dm = males in drama club
Df = females in drama club
Mm = males in music club
Mf = females in music club

The question is asking what is the value of (Dm+Mm)/(Dm+Df+Mm+Mf).
Only c gives all values need to calculate above equation.
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Re: If the drama club and music club are combined, what percent [#permalink]

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YihWei wrote:
If the drama club and music club are combined, what percent of the combined membership will be male?
(1) Of the 16 members of the drama club, 15 are male.
(2) Of the 20 members of the music club, 10 are male.


E. if some of the male members of the drama club are also the members of the music club.
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New post 02 May 2008, 06:08
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I think it´s E
It´s not said haw many men are in both clubs
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New post 02 May 2008, 06:47
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YihWei wrote:
If the drama club and music club are combined, what percent of the combined membership will be male?
(1) Of the 16 members of the drama club, 15 are male.
(2) Of the 20 members of the music club, 10 are male.


I went with E for the reason that a person can be member of both clubs at the same time.
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If the drama club and music club are combined, what percent [#permalink]

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New post 13 Aug 2009, 21:12
If the drama club and music club are combined, what percent of the combined membership will be male ?

(1) Of the 16 members of the drama club, 15 are male
(2) Of the 20 members of the music club, 10 are male
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New post 13 Aug 2009, 21:59
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prude_sb wrote:
If the drama club and music club are combined, what percent of the combined membership will be male ?

(1) Of the 16 members of the drama club, 15 are male
(2) Of the 20 members of the music club, 10 are male


Do you know - the members in Drama club and Music club are mutually exclusive?
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Re: If the drama club and music club are combined, what percent [#permalink]

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New post 14 Aug 2009, 07:05
GMAT TIGER wrote:
prude_sb wrote:
If the drama club and music club are combined, what percent of the combined membership will be male ?

(1) Of the 16 members of the drama club, 15 are male
(2) Of the 20 members of the music club, 10 are male


Do you know - the members in Drama club and Music club are mutually exclusive?



That is the key ...i did not consider that ... i picked c but ans is e
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Re: If the drama club and music club are combined, what percent [#permalink]

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New post 14 Aug 2009, 09:06
GMAT TIGER wrote:
prude_sb wrote:
If the drama club and music club are combined, what percent of the combined membership will be male ?

(1) Of the 16 members of the drama club, 15 are male
(2) Of the 20 members of the music club, 10 are male


Do you know - the members in Drama club and Music club are mutually exclusive?


Good one GMAT TIGER!! +1 for you !!
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Re: If the drama club and music club are combined, what percent [#permalink]

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New post 14 Aug 2009, 20:35
pretty good answer.
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Re: If the drama club and music club are combined, what percent [#permalink]

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New post 12 Sep 2009, 12:28
GMATTIGER, could you explain this more clearer, please. Or, maybe, someone else. What do you mean by saying they are mutually exclusive? How can this be? I do not get it... picked choice C...

Will kudos for clarity.

Thanks in advance.
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Re: If the drama club and music club are combined, what percent [#permalink]

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New post 12 Sep 2009, 13:09
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Here, we need to know whether some people might belong to both the drama club and the music club - that's what GMAT TIGER is getting at when he asks if the clubs are mutually exclusive. If we knew that no one belonged to both clubs, the answer would be C (and 25/36 would be male), but if some people might belong to both clubs, we might have, for example, 10 men who are in both clubs, 5 men and 1 woman in the drama club only, and 10 women in the music club only, leaving us with 15/26 who are male. Of course there are many other possibilities.
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Re: If the drama club and music club are combined, what percent [#permalink]

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New post 13 Sep 2009, 01:57
IanStewart wrote:
Here, we need to know whether some people might belong to both the drama club and the music club - that's what GMAT TIGER is getting at when he asks if the clubs are mutually exclusive. If we knew that no one belonged to both clubs, the answer would be C (and 25/36 would be male), but if some people might belong to both clubs, we might have, for example, 10 men who are in both clubs, 5 men and 1 woman in the drama club only, and 10 women in the music club only, leaving us with 15/26 who are male. Of course there are many other possibilities.



aaaa, I got it! Didn't even think about this possibility. Thank you, IanStewart. Kudos, as promised.
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Re: If the drama club and music club are combined, what percent [#permalink]

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New post 13 May 2010, 07:54
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I think that the OA is C
And if nothing is explicit, you cannot assume that there are members of both club
e will be the answer if some of the members are members of both club
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Re: If the drama club and music club are combined, what percent [#permalink]

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New post 27 Jun 2010, 13:20
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Its C as we cannot make assumptions unless given.
Please post the OA.
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Re: If the drama club and music club are combined, what percent [#permalink]

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New post 27 Jun 2010, 14:33
Just had a doubt.
Are we making here an assumption that both the sets are not mutually exclusive? This information is not mentioned in the question anyway.
Also do we need to assume similar information when not given in GMAT ques?
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Re: If the drama club and music club are combined, what percent [#permalink]

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New post 28 Jun 2010, 00:22
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Quote:
Are we making here an assumption that both the sets are not mutually exclusive?


Nope. We are refraining from assuming that they are. This doesn't mean that we are assuming that they aren't. Instead, we are acknowledging the possibility that they may not be.

Also do we need to assume similar information when not given in GMAT ques?


...not sure I know what you mean by "similar information".

In DS, we can only ever make (and should always make) 2 assumptions:
--The statements provide TRUE information
--The statements will never contradict each other.
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Re: If the drama club and music club are combined, what percent [#permalink]

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New post 18 Jul 2010, 11:53
To Kaplan GMAT Instructor,

I am not clear. Should we assume here that there are no common members between these clubs?

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Re: If the drama club and music club are combined, what percent [#permalink]

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New post 19 Jul 2010, 22:09
Expert's post
Hi rpgmat,

We should not assume anything, yes or no. We have no idea whether or not there is any overlap--there could be maximum possible overlap, with all 10 music men in the drama club and the 1 female drama clubber in the music club, but there could also be no overlap at all. And, depending on the overlap (or lack thereof), we get different answer to the percentage of male students in the new, combined club. Since this unknown variable affects our answers, it means the question is unanswerable--and that means that the Data Sufficiency answer is (E), the statements are NOT sufficient even TOGETHER.
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Re: If the drama club and music club are combined, what percent [#permalink]

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New post 07 Oct 2010, 03:11
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I'll chime in. The OA is E.

Although this question comes from the GMATPrep #2 CAT, it is very poorly worded (I hope I don't get a question like this on the test). It assumes that men can be members of both clubs, without explicitly saying so. I picked C as well, and got it wrong.
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Re: If the drama club and music club are combined, what percent   [#permalink] 07 Oct 2010, 03:11

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