a rental car costs $26 per day plus $0.30 per mile. if someone has $350 to spend and needs to drive the car 60 miles each day, f
2 answers:
D = the number of days the person can rent the car
Cost per day = $26
Cost per mile = $0.30
Miles per day = 60
Formula(s):
(cost of the rent) = (cost per day) * (number of days) + (cost per mile) * (number of miles)
(number of miles) = (miles per day) * (number of days)
The person could rent the car for 8 days
The person would spend $352 to rent the car.
Cost per day = $26
Cost per mile = $0.30
Miles per day = 60
Formula(s):
(cost of the rent) = (cost per day) * (number of days) + (cost per mile) * (number of miles)
(number of miles) = (miles per day) * (number of days)
The person could rent the car for 8 days
The person would spend $352 to rent the car.
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This graph shows the solution on a Cartesian plane.
Likely your graph is a solution on a number line. It will have an open circle at x=2, and an arrow pointing to the left from that point.
Likely your graph is a solution on a number line. It will have an open circle at x=2, and an arrow pointing to the left from that point.