Question: 1. Using MATLAB, simulate the response of differential equation model for the simple . pendulum discussed in class. Run the following cases. Use L =

1. Using MATLAB, simulate the response of differential equation model for

1. Using MATLAB, simulate the response of differential equation model for the simple . pendulum discussed in class. Run the following cases. Use L = 0.5 m, and g = 9.81 m/s -0rad and 0 = 2 rad/s = P14 rad and ,-2 rad's a. b, For each case, provide a properly labeled plot of the angular position (rad) and angular velocity (rad/s) on the same graph over the interval of 0 to 3 sec. Explain and compare the response in each case. Note that the model for the pendulum is a nonlinear differential equation. Below is 1. Using MATLAB, simulate the response of differential equation model for the simple . pendulum discussed in class. Run the following cases. Use L = 0.5 m, and g = 9.81 m/s -0rad and 0 = 2 rad/s = P14 rad and ,-2 rad's a. b, For each case, provide a properly labeled plot of the angular position (rad) and angular velocity (rad/s) on the same graph over the interval of 0 to 3 sec. Explain and compare the response in each case. Note that the model for the pendulum is a nonlinear differential equation. Below is

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