Movie Galore Video Store is open every day of the year. To rent movies from the store, a person has to pay an annual membership fee of $20, plus $2.50 for each movie rented. To reduce the chance that movies are returned
late, members are not allowed to rent more than 10 movies per day. Billy decides to become a member of the
video store. Let x represent the number of movies that Billy could rent next year, and let f(x) represent the
amount (in dollars) that he would pay the store as a result. Then f(x) is a function of x. What is the domain D and
range R of f(x)?
A OD = [0, 3650], R = [20, 9145]
BOD= [0, 3650), R = [0, 9125]
COD= [0, 365], R = [0, 912.50]
DO D = [0, 365), R = [20, 932.50]