Question: How many students in a class play football? Statements: I. No girls…

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Question: How many students in a class play football?

Statements:
I. No girls in the class play football.
II. There are forty boys and thirty girls in the class.

  1. A.

    I alone is sufficient while II alone is not sufficient

  2. B.

    II alone is sufficient while I alone is not sufficient

  3. C.

    Either I or II is sufficient

  4. D.

    Neither I nor II is sufficient, even together

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Correct answer: D

Answer: Neither statement alone nor the two statements together are sufficient to determine how many students play football.

Statement I: No girls in the class play football. This only tells us that any football player must be a boy, but it does not state how many boys actually play football. So statement I alone is insufficient.

Statement II: There are forty boys and thirty girls in the class. This gives the gender count but says nothing about football participation. So statement II alone is insufficient.

Combined: We know there are 40 boys and that no girls play football, but we still do not know how many boys play football. The answer could be any number from 0 to 40. Hence, even both statements together are insufficient.

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