University of Central Florida Racing Cars Equations Report Provide a report with all the equations, assumptions, plots, excel spreadsheet, or MATLAB progr

University of Central Florida Racing Cars Equations Report Provide a report with all the equations, assumptions, plots, excel spreadsheet, or MATLAB

program, if any, to solve the problem. The report need NOT be typed and can be hand-written

if legible and clear enough to follow.

Problem:

A race car of weight W = 1800 lb moves at a constant speed v along a banked turn on a track that has

a radius of curvature of 1100 ft and the bank angle of θ = 34˚. Determine the maximum value of the

speed so that the car does not slide on the track as a function of the static coefficient of friction. Show

the results on a graph with the speed and the coefficient of statics friction on the vertical and

horizontal axes, respectively.

Please find the attachment below for more information.