You need to rent a car and compare the charges of three different companies. . Company A charges 5 cents per mile plus 18 dollars per day. . Company B charges 24 dollars per day with no mileage charge. . Company C charges 15 cents per mile plus 14 dollars per day. (a) Find formulas for the cost, in dollars, of driving cars rented from companies A, B, and C, in terms of x, the distance driven in miles in one day. VA = JB= VC = (b) Graph all three functions on the same set of axes for 0 x $ 500. i) Use pull-down menus to report which agency corresponds to which graph ii) Report the x-coordinates of the two marked intersection points in the answer boxes below. Enter the values under each dashed line. The figure is not to scale.) y, cost ($) Click for List Click for List Click for Li + 7 Complete > 500 (c) Complete the boxes to report under what circumstances each company is the cheapest, assuming the maximum number of miles driven is 500. Company A is cheapest if you drive between Number and Number miles. Company B is cheapest if you drive between Number and Number miles. Company C is cheapest if you drive between Number and Number miles