Consider the output of an envelope detector given by y(t) = {[A + Ackam(t) + n(t)]+ n(t)}/, where A is a Bernoulli random variable taking values of +1 and -1. We know P[A = 1] = g and P[A = -1] = 1- q. (a) Assume that the probability of the event no(t) > e Ac(1 + m(t)), e < < 1, is equal to or less than 6, whereas the probability of the event no(t) > Ac(1-m(t)),