Question: 1 Exercise One (50 pts) Consider the following random process which increases linearly with time: Y(t) = at +X where a is a constant and

1 Exercise One (50 pts) Consider the following random process which increases linearly with time: Y(t) = at +X where a is a constant and X is uniformly distributed on (-1,1). 1. check if this process WSS. (40 pts) 2. check if it is SSS. (10 pts) 1 Exercise One (50 pts) Consider the following random process which increases linearly with time: Y(t) = at +X where a is a constant and X is uniformly distributed on (-1,1). 1. check if this process WSS. (40 pts) 2. check if it is SSS. (10 pts)

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