Question: we now want to create a cost function for the ride. x will be the distance for the trip in miles, and be the cost

we now want to create a cost function for the ride. x will be the distance for the trip in miles, and be the cost of the fare. What is the price of the ride before the car starts moving? What part of the equation of a line in slope-intercept form does this represent? What is the rate per mile? What does this represent in the equation of a line? If x is the amount of miles for the trip and y is the cost, write an equation for the line that describes the cost of Uber rides in the Killeen area. Equation of line for fare price: y Plug in your distance for x and see if your y value is in the range of prices given in your estimate. They give a range in case they have to take a longer router because of an accident, construction, etc. For x = distance from Google Map above, y =

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