Question

A committee of 6 members is to be selected from 8 senior and 10 junior. find how many ways can this be done if there is no restriction​

Answer 1

Answer:

18564 ways

Step-by-step explanation:

The number of committees is equal to the number of combinations of 6 members that we can form out of 18 person :

then

This can be done in $C^{6}_{18}$  ways.

$C^{6}_{18}=\frac{18!}{6!\left(18-6 \right)! } = 18564$