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Of the companies surveyed about the skills they required in [#permalink]
28 Nov 2010, 18:25
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This post was BOOKMARKED
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C
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Difficulty:
35% (medium)
Question Stats:
74% (02:08) correct
26% (01:40) wrong based on 68 sessions
Of the companies surveyed about the skills they required in prospective employees, 20 percent required both computer skills and writing skills. What percent of the companies surveyed required neither computer skills nor writing skills?
(1) Of those companies surveyed that required computer skills, half required writing skills. (2) 45 percent of the companies surveyed required writing skills but not computer skills.
With statement 1 you can't even know how many require computer skills and how many require writing skills. So there is no chane to find out the number which require neither of these skills.
With statement 2, we can't know the percentage which might be required to know the computer skills and as a result we can't know the percentage which requires neither.
But if we combine the statement 1 and statement2, we can find out the percentage of the employees which require neither of the skills.
With statement 1 you can't even know how many require computer skills and how many require writing skills. So there is no chane to find out the number which require neither of these skills. can't you determine the percentage of computer skills since half of the computer skills also required writing skills and we know the percentage that required both =20% so therefore percentage total that required computer skills was 40%?
With statement 2, we can't know the percentage which might be required to know the computer skills and as a result we can't know the percentage which requires neither.
But if we combine the statement 1 and statement2, we can find out the percentage of the employees which require neither of the skills.
Thus "C"
I used venn diagram for this and go a total of 85% that required both comp skills and writing skills or either or. so the percentage that required none is 15%.
Of the companies surveyed about the skills they required in prospective employees, 20 percent required both computer skills and writing skills. What percent of the companies surveyed required neither computer skills nor writing skills? (1) Of those companies surveyed that required computer skills, half required writing skills. (2) 45 percent of the companies surveyed required writing skills but not computer skills.
Thanks.
You can draw a Venn diagram or make a matrix to solve this question.
Note that statement (1) says that "of those companies surveyed that required computer skills, half required writing skills" --> if \(y\) required computer skills, then of those \(y\) who required computer skills, \(\frac{y}{2}\) also required writing skills (# of companies required computer and writing skills is \(\frac{y}{2}=20\)).
There you go: Stmnt 1: Of those who required computer skills, half required writing skills too. This means those 'half' are the ones that are common to both computer and writing. Then those who require only computer skills should also be 20%.
Attachment:
Ques2.jpg [ 9.68 KiB | Viewed 1999 times ]
Stmnt 2: 45% required only Writing skills.
Attachment:
Ques1.jpg [ 9.72 KiB | Viewed 1997 times ]
You cannot find x with either statement alone. But using both, you get x = 100% - (20 + 20 + 45)% = 15% _________________
Data Sufficiency Question [#permalink]
03 Apr 2012, 19:40
Of the companies surveyed about the skills they required in prospective employees, 20 percent required both computer skills and writing skills. What perfect of the companies surveyed required neither computer skills nor writing skills?
1) Of those companies surveyed that required computer skills, half required writing skills.
2) 45 percent of the companies surveyed required writing skills but not computer skills.
Can someone explain their thought process through this problem? I've tried reading and re-reading the GMAT explanation but I just can't seem to understand their process.
Re: Data Sufficiency Question [#permalink]
03 Apr 2012, 22:48
Expert's post
NvrEvrGvUp wrote:
Of the companies surveyed about the skills they required in prospective employees, 20 percent required both computer skills and writing skills. What perfect of the companies surveyed required neither computer skills nor writing skills?
1) Of those companies surveyed that required computer skills, half required writing skills.
2) 45 percent of the companies surveyed required writing skills but not computer skills.
Can someone explain their thought process through this problem? I've tried reading and re-reading the GMAT explanation but I just can't seem to understand their process.
Thanks, Rich
Merging similar topics. please ask if anything remains unclear. _________________
Re: Of the companies surveyed about the skills they required in [#permalink]
11 Apr 2012, 05:38
Expert's post
NvrEvrGvUp wrote:
I still can't wrap my head around the wording of statement one.
I understand statement two but I still don't understand how to use statement one.
Statement (1) says that "of those companies surveyed that required computer skills, half required writing skills" --> if \(y\) required computer skills, then of those \(y\) who required computer skills, \(\frac{y}{2}\) also required writing skills (# of companies required computer and writing skills is \(\frac{y}{2}=20\)).
My post above shows how it can be represented in double-set matrix and Karishma's post shows how it can be represented in Venn diagram.
So, can you please be more specific what part is confusing for you in this statement? _________________
Re: Of the companies surveyed about the skills they required in [#permalink]
23 Nov 2014, 22:31
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