What is the number of ways in which 10 different prizes can be distributed among 6 people so that every person receives at most 8 prizes?
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If there are no restrictions, then P1 can go to any of the six persons; P2 can go to any of the six persons, ….. so is the case with all the prizes from P1 to P10; they can go to any of the six persons. Therefore, the number of ways 10 different prizes can be distributed among 6 people is 6 * 6 * 6 * 6 * …..
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Answer:
there are no restrictions, then P1 can go to any of the six persons; P2 can go to any of the six persons, ….. so is the case with all the prizes from P1 to P10; they can go to any of the six persons. Therefore, the number of ways 10 different prizes can be distributed among 6 people is 6 * 6 * 6 * 6 * …..
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