Question: Consider the message signal m(t) and c(t) given below: m(t) = 0.5*(1 + square (2 * pi * fm * t)) c(t) = sin(2*

Consider the message signal m(t) and c(t) given below: m(t) = 0.5*(1+ square (2 * pi * fm *t)) c(t)= sin(2*

Consider the message signal m(t) and c(t) given below: m(t) = 0.5*(1 + square (2 * pi * fm * t)) c(t) = sin(2* pi* fe *t) Now, for [0 t 4]write MATLAB code to generate the equations given below where, E = 1, fm = 1, fc = 6, frequency deviation = 4, phase deviation = : ask (t) = [E+ m(t)] * c(t) fsk(t) = sin(2* pi* (fc + Af* m(t)) * t) psk (t) = sin(2* pifc*t + A0* m(t)) Plot a total of FOUR signals- m(t), ask(t), fsk(t), psk(t) in the same figure by using subplot.

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