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If 60 percent of the employees at company X are female, does

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If 60 percent of the employees at company X are female, does [#permalink]

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If 60 percent of the employees at company X are female, does company x have more than 100 female employees?

(1) Company X has more than 150 employees
(2) Company X has 74 more female employees than male employees.

OPEN DISCUSSION OF THIS QUESTION IS HERE: if-60-percent-of-the-employees-at-company-x-are-female-does-85544.html
[Reveal] Spoiler: OA

Last edited by Bunuel on 25 Sep 2013, 03:36, edited 1 time in total.
Renamed the topic, edited the question and added the OA.
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1. the number of fm employees is 60%*150= 90 <100, insuff
2. There're 100%-60%= 40% of the employees are male.
Thus,( let X be the number of employees) 60%X-40%X= 74 ----> X=370 --> 60%X= 222>100, suff
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Re: DS Kaplan Math Book #10 [#permalink]

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New post 25 Oct 2005, 07:19
GMATT73 wrote:
If 60% of the employees at company X are female, does company X have more than 100 female employees?

1. Company X has more than 150 employees
2. Company X has 74 more female employees than male employees


1. is insufficient. The company has a minimum of 151 employees. 60% of 151 is < 100

2. is sufficient:
(w-74)/w = 2/3
3w - 222 = 2w
w = 222

The answer is B.
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Re: DS Kaplan Math Book #10 [#permalink]

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New post 25 Oct 2005, 07:26
GMATT73 wrote:
If 60% of the employees at company X are female, does company X have more than 100 female employees?

1. Company X has more than 150 employees
2. Company X has 74 more female employees than male employees


Sorry, I didn't read 1. carefully :oops:

Yes, assume it's 151, 60% of 151 is 91 ( rounded off for people)
that is to say, the no of fm employee >=91 , 1. still insuff
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New post 25 Oct 2005, 07:44
2. There're 100%-60%= 40% of the employees are male.
Thus,( let X be the number of employees) 60%X-40%X= 74 ----> X=370 --> 60%X= 222>100, suff

Perfect explanation Laxie.

OA is clearly B.
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Re: If 60% of the employees at company X are female, does [#permalink]

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New post 25 Sep 2013, 03:32
(1) 150*6/10 = 90 or 60% of 100=60 therefore 60% of 50 is 30, so 90 F=90 insufficient

(2) F/F+74=6/10=>10F=6F+444=> 2F=444 F=222 sufficient
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Re: If 60 percent of the employees at company X are female, does [#permalink]

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New post 25 Sep 2013, 03:36
Re: If 60 percent of the employees at company X are female, does   [#permalink] 25 Sep 2013, 03:36
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