Riverside High School Booster Club is running the concession stands at a JV Football game.
Booster club sells cans of soda for $1, a slice of pizza for $3, a chicken sandwich for $5, and candy for $1.50.
The home side concession stand sold 160 cans of soda, 82 slices of pizza, 103 chicken sandwiches, and 72 pieces of candy.
The visitors side concession stand sold 102 cans of soda, 65 slices of pizza, 52 chicken sandwiches, and 37 pieces of candy.
The booster club purchased the soda for $.25 per can, each slice of pizza for $1.5, each chicken sandwich for $3.29, and each piece of candy for $.70.
The home side concession was stocked with 200 cans of soda, 96 slices of pizza, 120 chicken sandwiches, and 150 pieces of candy.
The visitors side concession stand was stocked with 120 cans of soda, 80 slices of pizza, 80 chicken sandwiches, and 100 pieces of candy.
In the context of this problem, what does $129.29 represent?
How much money did the booster club spend on stocking pizza for both concessions stands?
10 points
10
Question 16
16.
A video store owner has found that the probability that a customer who rented a movie today will rent a movie tomorrow is 35%. The probability that a customer who did not rent today, but will rent tomorrow is 10%.
Make a Digraph representing the percentages
Make a transistion matrix
If 853 out of his 8745 customers rented a movie on Monday night, how many customers can he expect to rent a movie on Tuesday?
About how many of his customers can be expected to rent a movie three weeks from Monday and explain how you can know this without calculating each day?
10 points
10
Question 17
17.
During a soccer season, referees are paid different rates for different types of games. There are three types of games in a typical season: non-conference, conference, and playoff games. There are two referees for each game and schools only have to pay for home games. The information below is from three high schools with the same pay scale for referees.
Write a matrix equation based on the context.
How much is each referee paid for each type of game?
