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Re: The ratio of female workers to male workers at a certain factory is 5 [#permalink]
Expert Reply
Hi
you have correctly calculated the x, the proportionality factor for the ratio.
But there is an error in method of finding of new ratio.


New ratio = (5x+2)/(4x+2) = 52/42 = 26/21.


sumit411 wrote:
F/M=5x/4x

Given
5x+4x+4=94
x= 10

New ratio = 54/44
= 27/22

Sent from my ONEPLUS A3003 using GMAT Club Forum mobile app
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Re: The ratio of female workers to male workers at a certain factory is 5 [#permalink]
gmatbusters wrote:
Hi
you have correctly calculated the x, the proportionality factor for the ratio.
But there is an error in method of finding of new ratio.


New ratio = (5x+2)/(4x+2) = 52/42 = 26/21.


sumit411 wrote:
F/M=5x/4x

Given
5x+4x+4=94
x= 10

New ratio = 54/44
= 27/22

Sent from my ONEPLUS A3003 using GMAT Club Forum mobile app

Thanks for pointing it out.
Edited the post.

Sent from my ONEPLUS A3003 using GMAT Club Forum mobile app
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Re: The ratio of female workers to male workers at a certain factory is 5 [#permalink]
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Bunuel wrote:
The ratio of female workers to male workers at a certain factory is 5 to 4. If 2 additional men and an equal number of women are hired the total number of employees becomes 94. What is the ratio of female to male employees after the hiring?

A. 4 : 9
B. 7 : 6
C. 5 : 9
D. 27 : 22
E. 26 : 21


\(\frac{Female}{Male} = \frac{5x}{4x}\)

So, \((5x + 2) + (4x + 2) = 94\)

Or, \(9x = 90\)

So, \(x = 10\)

Thus, ratio of males to females after hiring is \(\frac{52}{42} = \frac{26}{21}\), answer must be (E)
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Re: The ratio of female workers to male workers at a certain factory is 5 [#permalink]
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