Solve the Problem $\$ 160$ Plus $\$ 0.03$ Per Mile If $x$ Represents the Number of Miles Driven And

Solve the problem.
-Rental on a car is $\$ 160$ plus $\$ 0.03$ per mile. If $x$ represents the number of miles driven and $f(x)$ represents the total cost to rent the car, a linear function that models the situation is $f(x) =0.03 x+160$ . Find the value of $x$ if $f(x) =244$ . Interpret your answer in the context of this problem.

A) 2800 ; It costs $\$ 2800$ to drive the rental car 244 miles.
B) 167; It costs $\$ 244$ to drive the rental car 167 miles.
C) 167 ; It costs $\$ 167$ to drive the rental car 244 miles.
D) 2800 ; It costs $\$ 244$ to drive the rental car 2800 miles.