Question
The cost, y, to take a ride share x miles is represented by the function y=0.95x+2.49 . Maluma takes the ride share 15.8 miles and is charged $17.50. What is the rate of change represented by this situation? (1 point) Responses $0.95 per mile $0.95 per mile $17.50 per mile $17.50 per mile $2.49 per mile $2.49 per mile 15.8 per mile
Answers
GPT-4o mini
The function \( y = 0.95x + 2.49 \) represents the cost of a ride share where \( y \) is the total cost, \( x \) is the miles traveled, \( 0.95 \) is the cost per mile, and \( 2.49 \) is the base fare.
The rate of change in this situation refers to the cost per mile, which is represented by the coefficient of \( x \) in the equation. Here, the coefficient \( 0.95 \) indicates that the cost of the ride share is **$0.95 per mile**.
So, the correct response is:
**$0.95 per mile**.
The rate of change in this situation refers to the cost per mile, which is represented by the coefficient of \( x \) in the equation. Here, the coefficient \( 0.95 \) indicates that the cost of the ride share is **$0.95 per mile**.
So, the correct response is:
**$0.95 per mile**.