find the derivative of t t(v) =T = 40T = 80T= 100Find the rates of change of the total stopping distance

MY NOTES ASK YOUR TE 11. [0.23/1 Points] DETAILS PREVIOUS ANSWERS The stopping distance of an automoblie, on dry, level pavement, traveling at a speed y (in kilometers per hour] is the distance R (in meters) the car travels during the reaction time of the driver plus the distance B (in meters) the ca (see figure). The table shows the results of the experiment. Reaction Braking time distance C Driver sees Driver applies Car obstacle stops C Speed, y 40 Resulion Time Distance, R 3.5 16,0 25.2 33.5 41.9 Braking Time Distance, R 2.5 9.2 20.4 36,0 56 1 (if) lise the regression capabilities of a graphing utility to find a linear model for the reaction time distance R. (Round numerical values to four decimal places.) M(v) =0.417v + 0.28 X (b) Use the regression capabilities of a graphing utility to find a quadratic model for braking distance #, (Round numerical values to four decimal places.) BIV) = [20,2.6),(40,9.3),(60,20.5). (180,36.1 ),( 100,56.2 ) x (6) Determine the polynomial giving the total stopping distance T. (Round numerical values to four decimal places. ) (0) Use a graphing utility to graph the functions R, 8, and Tin the same viewing window, (Select the correct graph.) Type here to search