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Let a discrete random process be generated by repeated


Let a discrete random process be generated by repeated tosses of a fair die. Let the values of the random process be equal to the results of each toss.

(a) Find the mean function 

(b) Find the autocorrelation function 

(c) Is the process WSS? Is it stationary in the strict sense?

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Basic Statistics: Let a discrete random process be generated by repeated
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