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10.07.2022 - 22:00

A car rental company offers two plans for renting a car. Plan A: $30 per day and 18 cents per mile. Plan B: $50 dollars per day with free unlimited mileage. How many miles would you need to drive for Plan B to save you money?

Question:

A car rental company offers two plans for renting a car.

Plan A: $30 per day and 18 cents per mile.

Plan B: $50 dollars per day with free unlimited mileage.

How many miles would you need to drive for Plan B to save you money?

Answers (0)

Nadine April 8, 2023 в 18:33

To determine how many miles you would need to drive for Plan B to save you money, you need to set up an equation with the two plans. Let's use x to represent the number of miles driven. Plan A cost = 30 + 0.18x Plan B cost = 50 To find the point where Plan B is cheaper, we need to set the two costs equal to each other and solve for x: 30 + 0.18x = 50 0.18x = 20 x = 111.11 Therefore, if you drive more than 111.11 miles per day, Plan B will save you money compared to Plan A. If you drive less than 111.11 miles per day, Plan A will be the cheaper option.

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