There are 3 boys and 2 girsl. A Plant More Trees committee of two is to be formed. Find the probability that the committee contains (i) at the most one girl (ii) at least one boy (iii) only boys.

There are 3 boys and 2 girls. A Plant More Trees committee of two is to be formed. Find the probability that the committee contains (i) at the most one girl (ii) at least one boy (iii) only boys.

There are two boys and three girls. A committee of two is to be formed. Find the probability that the committee contains (i) Only girls (ii) One boy and one girl Only boys (iv) at least one girl

There are three boys and two girls. A committee of two is to be formed. Find the probability of the following events. (a) Eevnt A : The committee contain at least one girl. (b) Event B : The committee contains one boy and one girl.

There are three boys and two girls. A committee of two is to be formed. Find the probability of the following events: Event A : The committee contains at least one boy. Event B : The committee contains one boy and one girl.

In how many ways a committee of 5 is to be formed from 6 boys and 4 girls, where the committee contains at least one girl.

A committee of 5 Students is to be chosen from 6 boys and 4 girls. Find the probability that the committee contains exactly 2 girls.

From a group of 8 boys and 3 girls, a committee of 5 members to be formed. Find the probability that 2 particular girls are included in the committee.

There are 13 girls and 15 boys in a line. If one student is chosen at random, then find the probability that he is a boy.