03 L0 1.2 1 Point L0 1.2: I can use multiple representations of functions to describe how two quantities change together. The cost, C (x), to rent a car from Best Rentals car rental company in terms of the miles driven, x, is given by the equation C (x) = 5.25:: + 120. Choose the statement below that explains the meaning of the slope in this situation. 0 For every 5.25 miles driven, the cost to rent a car from Best Rentals increases by $120. 0 After driving 120 miles, the cost to rent a car from Best Rentals increases by $5.25 per mile. 0 It will cost $5.25 per 120 miles to get to the destination. 0 It will cost $120 to rent a car from Best Rentals when 5.25 miles are driven. 0 It costs $5.25 per mile driven to rent a car from Best Rentals 0 The cost to rent a car from Best Rentals is $120