Ashley is a member of the Movie-a-Month Club, where she rents movies each month. She uses the table below to keep track of the number of movies she rents and the total cost, which includes her monthly membership fee.

Number of Movies vs. Total Cost

Number of Movies

12

15

9

22

Total Cost

$35.00

$42.50

$27.50

$60.00

Ashley graphed the relationship in the table. What is the slope of the graph, and what does it represent?

The slope of the graph is 2.50, and it represents the cost of each movie.

The slope of the graph is 2.50, and it represents the amount of the membership fee.

The slope of the graph is 5, and it represents the cost of each movie.

The slope of the graph is 5, and it represents the cost of the membership fee.

im not sure how to format it but its suppose to be a table.

Question

Mathematics

Guest

20 June, 10:23

Ashley is a member of the Movie-a-Month Club, where she rents movies each month. She uses the table below to keep track of the number of movies she rents and the total cost, which includes her monthly membership fee.

Number of Movies vs. Total Cost

Number of Movies

12

15

9

22

Total Cost

$35.00

$42.50

$27.50

$60.00

Ashley graphed the relationship in the table. What is the slope of the graph, and what does it represent?

The slope of the graph is 2.50, and it represents the cost of each movie.

The slope of the graph is 2.50, and it represents the amount of the membership fee.

The slope of the graph is 5, and it represents the cost of each movie.

The slope of the graph is 5, and it represents the cost of the membership fee.

im not sure how to format it but its suppose to be a table.

+5

Answers (1)

Know the Answer?

Gerald Harmon · Answer 1

x y

# of movies Total Cost

9 27.50

12 35.00

15 42.50

22 60.00

Run or change in x: 9 - 22 = - 13

Rise or change in y: 27.50 - 60 = - 32.50

Slope = Rise / Run

Slope = - 32.50 / - 13

Slope = 2.50

The slope is 2.50, and it represents the cost of each movie.