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How many students of the group take neither French or Spanish?

In a group of 30 high school students 8 take French, 12 take Spanish and 3 take both languages. How many students of the group take neither French or Spanish?


MetroEye: This is a Group Problem, T=G1+G2-B+N

where T=Total, G1=one group, G2=second Group, B=members in both groups,

N=members in neither group

As per MetroEye, 

30=8+12-3+N
=>N=13

13 Students of the group take neither French or Spanish.

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