it is very simple but need to make sure

4) Using Matlab or some other graphing software create plots of xo(t), xet) and the sum x(t) = xe(t) + xot) for a driven, damped, sinusoidal oscillator with the following parameters: k = 1 N/m, m= 1 kg, B=0.2. For xet), use A = -1 m for the amplitude and 8= 0. For xot), use A = 1 m/s? and calculate the value of the phase angle & Generate these graphs for 5 different values of the driving frequency: wam, w, w = 1.10., w = 3W,,w = 6. You should have five separate graphs (with appropriate labels) each showing xot), xet), x(t) = xet) + xot) and use different line styles so that it is clear which line is which function. What do you observe about the relative amplitudes of the two solutions as w increases? Explain. Your HW should include hard copies of graphs along with a brief explanation. 4) Using Matlab or some other graphing software create plots of xo(t), xet) and the sum x(t) = xe(t) + xot) for a driven, damped, sinusoidal oscillator with the following parameters: k = 1 N/m, m= 1 kg, B=0.2. For xet), use A = -1 m for the amplitude and 8= 0. For xot), use A = 1 m/s? and calculate the value of the phase angle & Generate these graphs for 5 different values of the driving frequency: wam, w, w = 1.10., w = 3W,,w = 6. You should have five separate graphs (with appropriate labels) each showing xot), xet), x(t) = xet) + xot) and use different line styles so that it is clear which line is which function. What do you observe about the relative amplitudes of the two solutions as w increases? Explain. Your HW should include hard copies of graphs along with a brief explanation