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  • From a class of 25 students,10 are to be chosen for an excursion party. There are 3 students who decide that either all of them will join or none of them will join. In how many ways can the excursion party be chosen?

Q.10.    From a class of 25 students, 10 are to be chosen for an excursion party. There
             are 3 students who decide that either all of them will join or none of them will
             join. In how many ways can the excursion party be chosen ?

Answers (1)

best_answer

 From a class of 25 students, 10 are to be chosen for an excursion party.

There are 3 students who decide that either all of them will join or none of them will join, there are two cases :

The case I: All 3 off them join.

Then, the remaining 7 students can be chosen from 22 students in ^2^2C_7 ways.

Case II : All 3 of them do not join.

Then,10 students can be chosen from 22 students in ^2^2C_1_0  ways.

Thus, the required number of ways for the excursion of party =^2^2C_7+^2^2C_1_0

Posted by

seema garhwal

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