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21 Dec 2008, 05:52
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Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
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A college admissions committee will grant a certain number of $10,000 scholarships, $5,000 scholarships, and $1,000 scholarships. If no student can receive more than one scholarship, how many different ways can the committee dole out the scholarships among the pool of 10 applicants?
(1) In total, six scholarships will be granted.
(2) An equal number of scholarships will be granted at each scholarship level.
(1) In total, six scholarships will be granted.
(2) An equal number of scholarships will be granted at each scholarship level.
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24 Dec 2008, 05:34
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I think it should be D.
1> 10C6 will give all possible combinations of distributing 6 scholarships among 10 people but we dont know which of these are valid as per the clause "one person can get only one type of scholarship". So we cant find the right number of combinations.
2> here we dont know how many scholarships will be granted.
Taking 1 and 2, we know that the only possible combination is 2,2,2.
What is OA?
1> 10C6 will give all possible combinations of distributing 6 scholarships among 10 people but we dont know which of these are valid as per the clause "one person can get only one type of scholarship". So we cant find the right number of combinations.
2> here we dont know how many scholarships will be granted.
Taking 1 and 2, we know that the only possible combination is 2,2,2.
What is OA?
