Question

A car rental company charges its customers p dollars per day to rent a car, where 60 ��� p ��� 150. The number of cars rented per day can be modeled by the linear function n(p) = 1050 - 7p. What is the number of cars rented per day when the rental price is $80?

Answer 1

The number of cars rented per day when the rental price is $80 is 490.

Step-by-step explanation:

To find the number of cars rented per day when the rental price is $80, we need to substitute the value of p into the linear function n(p) = 1050 - 7p. So, n(80) = 1050 - 7(80). Simplifying this expression, we get n(80) = 1050 - 560.

Next, we subtract 560 from 1050 to find the number of cars rented per day. n(80) = 1050 - 560 = 490.

Therefore, when the rental price is $80, the number of cars rented per day is 490.