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5 April, 10:00

From a group of 8 men and 7 women, a committee of 6 is chosen.

a. In how many ways can the committee be chosen so that the same amount of men and women are chosen?

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  1. 5 April, 11:37
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    It is given in the question that from a group of 8 men and 7 women, a committee of 6 is chosen.

    And we have to find the number of ways can the committee be chosen so that the same amount of men and women are chosen. That is number of men = number of women = 3

    Selecting 3 men out of 8 men is 8C3 which is equal to 56.

    Selecting 3 women out of 6 women is 6C3 which is equal to 20.

    So the required selection is the product of 56 and 20 that is 1120.
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