Let's call B the brown hair and M the males. Not-B are Blonde, Red,... F are females. Now draw the table:
______|__M___|___F__|___Total__
B_____|__X___|_______|____30___
Not-B |_______|_______|____30___
Total _|__20___|___40__|____60___
In red, the data provided or deduced from Proposition 1
In blue the one provided by proposition 2
We're looking for X (student simultanously Males AND with Brown hair), since the probability we're looking for is X/60.
Obviously, we can't find X without an additional information. X can take any value from 0 to 20.
Therefore Both propositions are NOT sufficient. Answer E



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