prep question

dunkin77 wrote:Hi,

The answer is B but I am confused with the question....(is students who are taking both J and F are 4%, 16 and 10%??)

Can anyone explain?

Answer to your question in bold is YES.

Statement (1) implies, (4/100)F = 16, which gives us F, but gives us no clue about J, hence NS

Statement (2) implies,
(4/100)F = (10/100)J
=> F/25 = J/10
F/J = 25/10 > 1
F > J (since both F and J are positive)
SUFFICIENT.... answer

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username9: Newbie | Next Rank: 10 Posts; Posts: 2; Joined: Fri Aug 17, 2007 1:55 pm

by username9 » Thu Aug 23, 2007 10:23 am

but in A 4% F gives us total F
and in question stem we have 100 as J(at most including both)

with this we can determine whether F > J or viceversa

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