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by abhasjha » Mon Feb 08, 2010 3:21 am
At least 100 students at a certain school study Japanese. if 4 % of the students at school who study French also study Japanese, do more students at school study French than Japanese ?

A. 16 students at school study both French and Japanese

B. 10 % of students at school who study Japanese also study French.
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Source: — Data Sufficiency |

by shashank.ism » Mon Feb 08, 2010 4:09 am
abhasjha wrote:At least 100 students at a certain school study Japanese. if 4 % of the students at school who study French also study Japanese, do more students at school study French than Japanese ?

A. 16 students at school study both French and Japanese

B. 10 % of students at school who study Japanese also study French.
Let J be student who study japanese, F who study french and jf who study both
J>100
0.04 F = jf

st 1: jf = 16 --> 0.04 F = 16 --> F= 400 also J>100 but how much we don't know so insufficient.
st 2: 0.1 J = jf , but here we don't know abt french students.. so insufficient

combining both: F= 100, jf =16 ,
0.1 J = jf --> J= 16/0.1 = 160.

so french students a r greater than japanese.


Ans is C
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