(c) Suppose that X, = E=1€n (t = 1,2, ...) where €1, €2,... are independent and identically distributed random variables
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(c) Suppose that X, = E=1€n (t = 1,2, ...) where €1, €2,... are independent and identically distributed random variables
(c) Suppose that X, = E=1€n (t = 1,2, ...) where €1, €2,... are independent and identically distributed random variables with mean 0 and variance o (0) Find the mean function for (Xi). (1 marks) (i) Find the autocorrelation function for (X;}. (6 marks) (iii) Is {X,} stationary? Why or why not? (2 marks)
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