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For a ride on a rental scooter, Charlie paid a $3 fee to start the scooter plus 11 cents per minute of the ride. The total bill for Charlie's ride was $13.56. For how many minutes did Charlie ride the scooter?

User Glasnhost
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1 Answer

18 votes
18 votes
Answer: Charlie travelled for 96 minutes .

Explanations :

Given

• A ride on a rental scooter cost $3 plus 11 cents per minute for a ride ,

,

• Total bill for Charlies ride = $13.56

,

• Let Charlies ride be equal to ,t minutes, long

,

• This is a linear function representing the total bill for Charlies ride as follows :


3\text{ + }0.11t=13.56\text{ }

Therefore , solving for t , we get that t =


\begin{gathered} 0.11t\text{ = 13.56 - 3 } \\ 0.11t\text{ = 10.56 } \\ \frac{0.11t}{0.11\text{ }}=\text{ }(10.56)/(0.11) \\ \therefore\text{ t = 96 minutes} \end{gathered}

• t = 96 minutes ,

• This means that Charlie travelled for, 96 minutes ,.

,

• With a total bill of $13.56 , Charlies ride was 96 minutes long.