Question: Consider the stochastic process X (t) = Acos{rrt) + Bsin(7rt). Here A and B are independent random variables such that A _ 1.. with probability

Consider the stochastic process X (t) = Acos{rrt) + Bsin(7rt). Here

Consider the stochastic process X (t) = Acos{rrt) + Bsin(7rt). Here A and B are independent random variables such that A _ 1.. with probability 3X4 3, with probability 1/4 B = { 1.. with probability 3K4 -3_. with probability U4 (a) Find E{X(t}). (b) Find snobs). (c) Is X[t) \"TBS? Explain. ((1 Find the distribution of X ({1}. J (e) Find the distribution of X(U.25). (f) Is X[t} SSS? Explain

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2. Value-oriented information and

1. Empirical or factual information,

1. To take in the necessary information,