A committee of 5 is to be chosen from 4 men and 6 women.In how many ways can this be done if the committee consists of women only?

The committee consists of women only, so we need to choose 5 women from the 6 available. This can be done in 6 choose 5 ways, which is equal to 6! / (5! * (6-5)!) = 6 ways.

Therefore, the committee can be chosen in 6 ways if it consists of women only.

In this case, the committee can be chosen in only 1 way, which is to choose 5 women from the 6 women available. Therefore, the number of ways to choose a committee of 5 consisting of women only is 1.