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In how many ways can 10 different prizes be given to 5 students if one particular boy must get 4 prizes and rest of the student get any no. of prizes ? (a) 860160 (b) 240240 (c) 420620 (d) none of these?
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In how many ways can 10 different prizes be given to 5 students if one...
Approach:
1. Selecting the boy who will receive 4 prizes
2. Distributing the remaining prizes among the 4 students
3. Calculating the total number of ways
1. Selecting the boy who will receive 4 prizes:
Since one particular boy must get 4 prizes, there is only one way to select him.
2. Distributing the remaining prizes among the 4 students:
Out of the remaining 9 prizes, the other 4 students can receive any number of prizes.
So, each of the remaining 4 students has 5 choices (0, 1, 2, 3, or 4 prizes).
Therefore, the total number of ways to distribute the prizes among the 4 students is 5^4 = 625.
3. Calculating the total number of ways:
Multiplying the number of ways to select the boy who will receive 4 prizes and distribute the remaining prizes among the 4 students:
1 (selecting the boy) * 625 (distributing the prizes) = 625.
So, the total number of ways in which 10 different prizes can be given to 5 students if one particular boy must get 4 prizes is 625.
Therefore, the correct answer is (d) none of these.
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In how many ways can 10 different prizes be given to 5 students if one particular boy must get 4 prizes and rest of the student get any no. of prizes ? (a) 860160 (b) 240240 (c) 420620 (d) none of these?
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