SOLUTION: Each of three fraternities must each send two members to a meeting with the university administration. One fraternity has 20 members, another has 31 members and the third has 45
Algebra.Com
Question 999130: Each of three fraternities must each send two members to a meeting with the university administration. One fraternity has 20 members, another has 31 members and the third has 45 members. Determine the total number of ways in which these six people could be selected.
Answer by ikleyn(52780) (Show Source): You can put this solution on YOUR website!
.
Each of three fraternities must each send two members to a meeting with the university administration. One fraternity has 20 members, another has 31 members and the third has 45 members. Determine the total number of ways in which these six people could be selected.
----------------------------------------------------------------
. . = . . = 10*19*31*15*45*22 = 87466500 ways.
RELATED QUESTIONS
Each of three fraternities must each send two members to a meeting with the university... (answered by edjones)
A university has 300 employees classified as faculty,administration,and staff. The number (answered by ikleyn)
A university has 300 employees classified as faculty,administration or staff.The number... (answered by ewatrrr)
A university has 300 employees classified as faculty,administration and staff. The number (answered by Fombitz)
Fraternities and sororities often use the Greek alphabet to name their group. The Greek... (answered by ikleyn)
The president of a bank is attempting to arrange a meeting with the three vice presidents (answered by stanbon)
Q. A company has four departments: manufacturing , distribution, marketing and... (answered by stanbon)
A survey of 180 college men was taken to determine participation in campus activities.... (answered by Rosseta786)
A company has three divisions and three conference rooms for meetings. To keep track of... (answered by ewatrrr)