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Out of 64 students, 38 play both chess and crickets. How many students play only chess? I. Out of 64 students, 22 students don't play any game. 4 student play only cricket. II. Out of 64 students, 20 are girls and 10 of them don't play any game.

Correct Answer: if the data in statement I alone is sufficient to answer the question, while the data in statement II alone are not sufficient to answer the question.

Explanation:

From I: 22 students don't play any game. Which means 64 - 22 =42 play either chess or cricket.Now, either chess or cricket = only chess + only cricket + Chess and Cricket or 42 = only chess = 0
From II; We don't get information about boys.Hence II is also sufficient.


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