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smclean23 Really wants to Beat The GMAT!
Joined: 23 Jun 2008 Posts: 123
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Posted: Sun Jul 06, 2008 3:05 pm Post subject: Simple.....got the answer right, but by guess-estimating... |
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Of a certain high school graduating class, 75 percent of the students continued their formal education, and 80 percent of those who continued their formal education went to four-year colleges. If 300 students in the class went to four-year colleges, how many students were in the graduating class?
(A) 500
(B) 375
(C) 240
(D) 225
(E) 180 |
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sibbineni Really wants to Beat The GMAT!
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Posted: Sun Jul 06, 2008 4:45 pm Post subject: |
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Of a certain high school graduating class, 75 percent of the students continued their formal education, and 80 percent of those who continued their formal education went to four-year colleges. If 300 students in the class went to four-year colleges, how many students were in the graduating class?
Given Data:
80 percentage makes 300
then 100 percentage makes 375 ==> which is 75 percentage who continued formal education
then 100 percentage makes 500
the no of students in the graduating class is 500
A is the answer |
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amitdgr Rising GMAT Star
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Posted: Wed Jul 09, 2008 5:10 am Post subject: Re: Simple.....got the answer right, but by guess-estimating |
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To Find => no. of students n the graduating class = say, x
Given that - "75 percent of the students continued their formal education"
i.e. (75/100)*x continued formal education.
So no. of students taking formal ed. = (3/4)*x
also given that - "80 percent of those who continued their formal education went to four-year colleges" And that number happens to be 300 acc to the question
therefore 0.8*(3/4)*x = 300
Solve for x.
x=500
HTH
Amit |
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AleksandrM GMAT Destroyer!

Joined: 04 Jan 2008 Posts: 475
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Location: Philadelphia Test Date: September 8, 2008 Target GMAT Score: 650
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Posted: Wed Jul 09, 2008 10:37 am Post subject: |
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For some reason I couldn't get an answer, even though I am usually pretty good at this problem type.
I divided the students into four groups:
1 - Those with formal education and four year college
2 - Those with formal education but no four year college
3 - Those with no formal education and a four year college
4 - Those with neither
When I attempted this problem using this method, I ended up with .6x for Group 1 and a total of 300 for those with a four year college, but was left with unknown for Group 3. Now, from this setup one could say that Group 3 is then .4x, but that makes no sense. _________________ http://second-lap.blogspot.com/ |
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