Let us number a two-link robot arm; see figure below. The motors that control the two-link robot arm have sensors on them that tell us what the angles a and b are at any given time. A simple control system would enable the user to input a and b and move the arms to those angles. Now assume that we want the robot's gripper to reach a specific range, R, and a specific height, H. (see the figure). We then need a method to find the angles a and b that result in the desired range and height 1. First establish the expressions for R and H, as function whose inputs are dl, d2, a, and b. 2. Write a MATLAB function whose inputs are dl, d2, R and H and output the required angles a and b. Use the multivariate Newton method to solve the underlying nonlinear equations. 3. Present the equtions, script, and results in a report and submit it on Canvas. H H2 di H2> R R1 R2 Let us number a two-link robot arm; see figure below. The motors that control the two-link robot arm have sensors on them that tell us what the angles a and b are at any given time. A simple control system would enable the user to input a and b and move the arms to those angles. Now assume that we want the robot's gripper to reach a specific range, R, and a specific height, H. (see the figure). We then need a method to find the angles a and b that result in the desired range and height 1. First establish the expressions for R and H, as function whose inputs are dl, d2, a, and b. 2. Write a MATLAB function whose inputs are dl, d2, R and H and output the required angles a and b. Use the multivariate Newton method to solve the underlying nonlinear equations. 3. Present the equtions, script, and results in a report and submit it on Canvas. H H2 di H2> R R1 R2