How many ways are there for any number of people to sit in a row
of 7 chairs if no two people sit next to each other? Devise a
recurrence relation and explain.
In how many ways can 3 men and 3 women be seated at a round
table if a. no restriction is imposed, b. 2 particular women must
not sit together, c. each woman is to be between 2 men?
In how many ways can 3 men, 4 women, 5 boys, and 3 girls be
selected from 7 men, 9 women, 6 boys and 8 girls if
a. no restrictions are imposed,
b. a particular man and woman must be selected?
In how many ways can 2 men, 4 women, 3 boys, and 3 girls be
selected from 6 men, 8 women, 4 boys and 5 girls if a particular
man and woman must be selected?
There are many ways to decide how to divide advertising groups.
Provide a list of three different methods. If you had a product
such as a beach ball, what considerations would you make when
determining how you were going to divide your ad groups? Please
explain in detail.