Charlie's Car Rentals charges a flat fee of $20 plus $24/day to rent a car. Jerry's Car Rentals charges $28/day with no flat fee. The system that models this situation is given, where c is the cost of renting a car and d is the number of days a car is rented.

c = 20 + 24d

c = 28d

The solution to the system is (5, 140).

Which interpretation correctly describes the solution to the system of equations?

A.

The cost to rent a car is the same, $140, for both car rental companies if you rent a car for 5 days.

B.

The cost to rent a car is the same, $5, for both car rental companies if you rent a car for 140 days.

C.

Company A will charge more money on the fifth day by charging $140.

D.

Company A will charge less money on the fifth day by charging $140.

Question

Mathematics

Guest

12 January, 05:39

Charlie's Car Rentals charges a flat fee of $20 plus $24/day to rent a car. Jerry's Car Rentals charges $28/day with no flat fee. The system that models this situation is given, where c is the cost of renting a car and d is the number of days a car is rented.

c = 20 + 24d

c = 28d

The solution to the system is (5, 140).

Which interpretation correctly describes the solution to the system of equations?

A.

The cost to rent a car is the same, $140, for both car rental companies if you rent a car for 5 days.

B.

The cost to rent a car is the same, $5, for both car rental companies if you rent a car for 140 days.

C.

Company A will charge more money on the fifth day by charging $140.

D.

Company A will charge less money on the fifth day by charging $140.

+1

Answers (1)

Know the Answer?

Jamiya · Answer 1

A is correct because if you subsitute 5 for d or days, you get 140 for both equations

B is obviously wrong because a positive number of days + 20 is not more than 5 for charlie's car rentals

C is wrong because we saw that in 5 days, the car companies earn equal ammounts

D is wrong because we saw that in 5 days, the car companies earn equal ammounts