8. The BMCC math club has 50 members. Hint use the formula given on page 171...

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8. The BMCC math club has 50 members. Hint use the formula given on page 171 about combinations of r objects selected from a group of n objects without regard to order. a In how many different ways can it select a group of 4 members? b In how many different ways can it elect a president, vice-president, secretary and treasurer? One member CANNOT hold more than one job. 8. The BMCC math club has 50 members. Hint use the formula given on page 171 about combinations of r objects selected from a group of n objects without regard to order. a In how many different ways can it select a group of 4 members? b In how many different ways can it elect a president, vice-president, secretary and treasurer? One member CANNOT hold more than one job.

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a To calculate the number of ways the BMCC math club can select a group of 4 members from 50 total m... View the full answer