please use MATLAB to solve this Question.

Problem 4. Tension on a Cable (20 points) A 100-kg object is to be hung from the end of a rigid 2-meter horizontal pole of negligible weight, as shown in figure 1. The pole is attached to a wall tension on this cable is given by M.g le-lp T= where T is the tension on the cable, M is the mass of the object, g 9.81m/s2 is the gravitational acceleration, le is the length of the cable, lp is the length of the pole, and d is the distance along the pole at which the cable is attached. Write a program to determine the distance d at which to attach the cable to the pole in order to minimize the tension on the cable. To do this, the program should calculate the tension on the cable at regular 0.1 m intervals from d = 0.3 m to d = 1.8 m, and should locate the position d that minimizes the tension (10 points). Also, the program should pktthetensiononthecableasa function ofd, withappropriatetitlesandauslabels(10pmts). lp-2 m M-100 kg Figure 1: An object suspended from a rigid pole supported by a cable