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(Solved): In MATLAB do the following: A signal z(t) can be computed to be the product of x(t) and y(t), that ...



In MATLAB do the following:
A signal z(t) can be computed to be the product of x(t) and y(t), that is z(t)=x(t)y(t),
where x(t) = 3cos(6,000t) and y(t) =

A signal z(t) can be computed to be the product of x(t) and y(t), that is z(t)=x(t)y(t), where x(t) = 3cos(6,000t) and y(t) = 5sin(20,000t). a) Create a time vector t from 0 to 2msec (i.e., 2e ³) with an interval of 5?sec (i.e., 5e-5). b) Compute signal x(t). c) Compute signal y(t). d) Plot x(t) and y(t) against t on the same graph. Label your graph to avoid confusion. Adjust the axis to make the plot visually appealing. Compute z(t), the element-by-element product of x(t) and y(t). f) Plot z(t) against t in a new figure. Annotate your graph. e)


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Solution: The MATLAB CODE to plot the given signal according to the given points as shown below - % MATLAB CODE clc clear all clo
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