Asked by DC

A club consists of 16 men and 19 women. In how many ways can they choose a president, vice president, treasurer, and secretary, along with an advisory committee of six people? (Round the answer to five decimal places.)

_____ x 10(to the 11th power) ways
Answered by Reiny
For the first 4 positions, the order matters, so we have a permutation, followed by a combination

so number of ways
= 35x34x33x32xC(31,6)
= 9.2524 x 10^11
Answered by DC
You're awesome, thank you much and Happy Holidays to you!
Answered by Anonymous
A school is electing students for class officers. There are four offices: president, vice president, secretary, and treasurer. The student with the most votes becomes president, second highest number of votes is vice president, and so on. If there are students in this class, how many ways can students be elected?
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