Question: consider the matrix with initial Bernoulli distribution (1/2) and transitions matrix P= 1-a b a 1-b ] a) Find P(Xn=0) and P(Xn=1) b) Explain

consider the matrix with initial Bernoulli distribution (1/2) and transitions matrix P=

consider the matrix with initial Bernoulli distribution (1/2) and transitions matrix P= 1-a b a 1-b ] a) Find P(Xn=0) and P(Xn=1) b) Explain what happens when n for P(Xn=0) and P(Xn=1) c) Find the eigen vectors and eigenvalues of P.

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