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A rental car company charges $49.67 per day to rent a car and $0.14 for every mile driven. Easton wants to rent a car, knowing that:He plans to drive 475 miles.He has at most $290 to spend.

Question

A rental car company charges 49.67perdaytorentacarand49.67 per day to rent a car and 0.14 for every mile driven. Easton wants to rent a car, knowing that:He plans to drive 475 miles.He has at most $290 to spend.

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Solution

To solve this problem, we need to calculate the total cost of renting a car and driving it for 475 miles.

Step 1: Calculate the cost of renting the car per day The cost of renting the car per day is $49.67.

Step 2: Calculate the cost of driving the car for 475 miles The cost per mile is 0.14,sothetotalcostfordriving475milesis4750.14, so the total cost for driving 475 miles is 475 * 0.14 = $66.5.

Step 3: Add the cost of renting the car and the cost of driving the car to get the total cost The total cost is 49.67(rentalcost)+49.67 (rental cost) + 66.5 (driving cost) = $116.17.

Step 4: Compare the total cost with Easton's budget Easton has 290tospend.Thetotalcostofrentingthecaranddrivingitfor475milesis290 to spend. The total cost of renting the car and driving it for 475 miles is 116.17, which is less than Easton's budget. Therefore, Easton can afford to rent the car and drive it for 475 miles.

This problem has been solved

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