Johanna rented a car. Rentals cost were $29.00 per day plus $0.49 for each mile driven. If she kept the car for 1 day and drove 50 miles, how much did she owe?
Well, Johanna's rental car made quite the journey. Let's do some math and figure out the total cost. The rental itself is $29.00, and then we add the cost of driving 50 miles at a rate of $0.49 per mile. So, 50 miles multiplied by $0.49 gives us $24.50. When we add the rental cost and the mileage cost, Johanna owes $29.00 + $24.50, which adds up to $53.50.
To calculate the amount Johanna owes for renting the car, we need to determine the cost of the rental fee and the cost for the miles driven.
1. Rental fee: Johanna rented the car for 1 day, and the rental cost is $29.00 per day. So the rental fee for 1 day is $29.00.
2. Cost for miles driven: The cost per mile driven is $0.49. Johanna drove 50 miles, so the cost for the miles driven is 50 miles * $0.49/mile = $24.50.
3. Total amount owed: To find the total amount Johanna owes, we need to add the rental fee and the cost for the miles driven.
Total = Rental fee + Cost for miles driven
= $29.00 + $24.50
= $53.50
Therefore, Johanna owes $53.50 for renting the car and driving 50 miles.
To calculate how much Johanna owes for renting a car, we need to consider the daily rental cost and the cost per mile driven.
First, let's calculate the rental cost for one day, which is $29.00.
Next, let's calculate the cost for the miles driven. Johanna drove 50 miles, and each mile costs $0.49. So, the cost for the miles driven would be 50 miles * $0.49 per mile.
To find the total cost, we need to add the rental cost and the cost for the miles driven:
Total cost = Rental cost + Cost for miles driven
Total cost = $29.00 + (50 miles * $0.49 per mile)
To find the answer, we need to evaluate this expression:
Total cost = $29.00 + ($0.49 * 50)
Total cost = $29.00 + $24.50
Total cost = $53.50
Therefore Johanna owes $53.50 for renting the car and driving 50 miles.
cost = 29d + .49m , where m is the number of miles, and d is the number of days.
you know d = 1, m = 50, so go for it