\begin{tabular}{l} 4) City Scooters charges customers by the minute to rent an electric scooter. Jona rented a \\ scooter for 60 minutes and paid \( \$ 9 \). Write an equation that shows the price to rent a \\ scooter for any number of minutes. \\ \begin{tabular}{ll|l|l|l|}\hline 4) What is the price per minute to rent a scooter? Complete the statement. \\ \hline 4) The price of a scooter rental is \( \$ 1 \) & per minute. & \\ \hline\end{tabular} \\ \hline\end{tabular}

To solve the problem, let's break it down step by step. ### **Problem Statement:** City Scooters charges customers by the minute to rent an electric scooter. Jona rented a scooter for **60 minutes** and paid **\$9**. 1. **Write an equation that shows the price to rent a scooter for any number of minutes.** 2. **Determine the price per minute to rent a scooter and complete the statement.** --- ### **1. Writing the Equation** Let: - \( C \) = Total cost in dollars - \( m \) = Number of minutes rented - \( p \) = Price per minute in dollars Given that Jona rented the scooter for 60 minutes and paid \$9, we can set up the equation as follows: \[ C = p \times m \] Plugging in the known values: \[ 9 = p \times 60 \] To find \( p \), divide both sides of the equation by 60: \[ p = \frac{9}{60} = 0.15 \] So, the equation becomes: \[ C = 0.15m \] ### **2. Determining the Price Per Minute** From the equation above, we've calculated that: \[ p = \$0.15 \text{ per minute} \] **Completing the Statement:** >The price of a scooter rental is **\$0.15 per minute**. --- ### **Final Summary:** - **Equation:** \( C = 0.15m \) - **Price Per Minute:** \$0.15 per minute This means that for any number of minutes \( m \) you rent the scooter, the total cost \( C \) can be calculated by multiplying the number of minutes by \$0.15.