Sage-Tips

How many ways can a president vice president secretary and treasurer be selected from a group of 20 students?

5040 different ways
There are 5040 different ways a president, vice president, secretary, and treasurer can be selected.

How many ways are there to choose a president vice president secretary and treasurer of the club where no person can hold more than one office?

Assume that no member can hold more than one office. There are 25 choices for president, then 24 remaining choices for vice president, etc. So the answer is 25 · 24 · 23 · 22, which is 303600.

How many ways can a president and vice president be selected from 7?

How many ways can a president vice president and secretary be chosen from a club with 7 members? Question 691107: How many ways can a president, vice-president, and secretary be chosen from a committee of 7 people? 7*6*5=210 WAYS TO SELECT THESE 3 POSITIONS.

How many ways can a club select a president vice president and a secretary from a group of 10 people *?

Once you’ve chosen a vice-president, you’ve 8 people from which to choose a secretary. So that’s 10 x 9 x 8 = 720 ways to select 3 things from a pool of 10.

How many ways can a president vice president and secretary be chosen from a club of 9 members?

There are 9 ways to choose a president, and having chosen a president, 8 ways to choose a vice president (from the remaining 8 members of the committee). Thus, there are 9*8 = 72 ways to choose a president and vice president.

How many ways can a committee of 4 be selected from a club with 9 members?

126 different
There are 4×3×2×1 ways in which 4 people can be chosen. 9×8×7×6×54×3×2×1=126 different committees.

How many ways are there to choose five members of the club to serve on an executive committee from 20 members?

5 ! = 15,504 ways to select a committee of 5 individuals from a group of 20.

How many ways can a club select a committee out of 3 from a group of 10 people *?

(10−3)! = 720.