Suppose you want to get a ride to your friend's house. You compare two alternatives to...
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Suppose you want to get a ride to your friend's house. You compare two alternatives to taxis. IdriveU charges $4.50 plus $1.00 per mile. RideWithMe charges $3.50 plus $5 per mile. Part a) (4 pts) Write an equation that models the price for IdriveU. Let X = the number of miles driven and y = the total price you have to pay. Part b) (4 pts) Write an equation that models the price for RideWithMe. Let X = the number of miles driven and y = the total price you have to pay. Suppose you want to get a ride to your friend's house. You compare two alternatives to taxis. IdriveU charges $4.50 plus $1.00 per mile. RideWithMe charges $3.50 plus $5 per mile. Part a) (4 pts) Write an equation that models the price for IdriveU. Let X = the number of miles driven and y = the total price you have to pay. Part b) (4 pts) Write an equation that models the price for RideWithMe. Let X = the number of miles driven and y = the total price you have to pay.
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The price of IdriveU consists of a fixed charge and a ... View the full answer
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