math

A internet movie rental company has two different options for renting movies. Option A: pay a one-time \$40 membership fee and then pay \$1 for each movie rental.
Option B: Do not become a member and pay \$6 for each movie rental.

1. Write an expression to represent the Total cost for Option A
2. Write an expression to represent the Total cost for Option B
3. Set the two equations equal to each other and solve for x

1. 1. \$40 + \$1x

2. \$6x

3. You do this.

posted by PsyDAG

Similar Questions

1. math

i don't know get this question 1. last saturday emily rented 4 movies from the video store. this saturday she rented 2 movies. let x represent the cost of renting each movie. write and simplify an expression for how much more
2. Algebra 2

Ahmad will rent a car for a day. The rental company offers two pricing options: Option A and Option B. For each pricing option, cost (in dollars) depends on miles driven, as shown below. Costindollars Milesdriven OptionA OptionB
3. Microeconomics

Four roommates are planning to spend the weekend in their dorm room watching old movies, and they are debating how many to watch. Here is their willingness to pay for each film: Orson Alfred Woody Ingmar Frist film 7 5 3 2 Second
4. math

MOVIE CLUB Members of a movie rental club pay \$15 annual membership fee and \$2 for new release movies. Non Members pay \$3 for new release movies. a. Write a system of linear equations that represent this situation. b. When is it
5. Math

I'm having trouble with this question At the movies, it costs \$5.00 to rent each movie. If you do not return the rentals on time, it costs you \$3.00per movie rental per day. You recently rented movies from the business and
6. Math

Last Saturday Michaela rented 4 movies from the video store. This Saturday she rented 2 movies. Let x represent the cost of renting each movie. Write and simplify an expression for how much more Michaela spent last week renting
7. Math

Blockbuster movie charges ten dollars for membership fee, and an additional three dollars and fifty cents for each movie rental. Write an equation to describe the cost, c , of renting x movies including the membership fee.
8. Quick Math Help

A video rental company charges a membership fee of \$10 plus \$5.50 for each movie rented. If the slope of the function were to decrease, how would that effect the price of renting a movie? I got no but correct me if I'm wrong
9. Quick Math Help

A video rental company charges a membership fee of \$10 plus \$5.50 for each movie rented. If the slope of the function were to decrease, how would that effect the price of renting a movie? I got no but correct me if I'm wrong
10. Math

Steven is moving to another city next weekend and wants to rent a moving truck. The rental rates for two companies in his area are shown below. Each company charges an initial fee for renting the truck, plus an additional amount

More Similar Questions