2.1. Assume that you have the signals below. p(x) = 4cos(2x + n) q(x) =...

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2.1. Assume that you have the signals below. p(x) = 4cos(2лx + n) ● q(x) = 3sin(5nx - n/2) a. Ask the user to give as an input the Amplitude, Angular Frequency, and phase shift for each signal. b. Plot these signals in same graph by choosing a different specifier for each. c. Add these signals, and plot the result for 3 cycles in a separate figure. d. Multiply these signals and plot its result along with original signals in the same figure but different graph, each signal to be plot for 5 cycles. e. For each figure, add a title, x-axis name and y-axis name. 2.2. Create a random signal that will have the following properties: a. Use one of your AUM IDS b. The amplitude will be the second digit of your ID c. The frequency will be the fourth digit of your ID multiplied by 4. d. The Phase will be the first digit multiplied by pi. 2.2.1. Choose the time range to plot the signal for two cycles. Provide titles and labels for the figure. 2.1. Assume that you have the signals below. p(x) = 4cos(2лx + n) ● q(x) = 3sin(5nx - n/2) a. Ask the user to give as an input the Amplitude, Angular Frequency, and phase shift for each signal. b. Plot these signals in same graph by choosing a different specifier for each. c. Add these signals, and plot the result for 3 cycles in a separate figure. d. Multiply these signals and plot its result along with original signals in the same figure but different graph, each signal to be plot for 5 cycles. e. For each figure, add a title, x-axis name and y-axis name. 2.2. Create a random signal that will have the following properties: a. Use one of your AUM IDS b. The amplitude will be the second digit of your ID c. The frequency will be the fourth digit of your ID multiplied by 4. d. The Phase will be the first digit multiplied by pi. 2.2.1. Choose the time range to plot the signal for two cycles. Provide titles and labels for the figure.