Tony's Bicycle Taxi Service Fee Calculation
Understanding Tony's Fee Calculation
Tony runs a bicycle taxi service. He charges his customers based on the distance they travel. The function f(x) = 1.75x + 2.50 represents Tony's fee as a function of the miles x for a ride.
Explaining the Function
The given function f(x) = 1.75x + 2.50 represents Tony's fee as a function of the miles x for a ride. The 1.75x part represents the fee per mile, and the 2.50 represents a flat fee for the ride.
Calculating the Fee for a Ride
So, if a ride is x miles long, the fee will be calculated as 1.75 times x plus 2.50. This simple formula allows Tony to easily determine the cost of each ride based on the distance traveled by the customer.
Conclusion
Understanding Tony's fee calculation is essential for both Tony and his customers. By using the function f(x) = 1.75x + 2.50, Tony can accurately determine the cost of each ride and provide transparent pricing to his customers.
What does the function f(x) = 1.75x + 2.50 represent in Tony's bicycle taxi service fee calculation? The given function f(x) = 1.75x + 2.50 represents Tony's fee as a function of the miles x for a ride.