Given the transition matrix P and the initial-state matrix So below, find P and use P* to find S4. A B A 0.8 0.2 B 0.9 0.1 P= So=[ 0.6 0.4] p (Type an integer or a decimal for each matrix element.) = S4= (Type an integer or a decimal for each matrix element.)

Let A = Find an invertible matrix X and a diagonal matrix D such that X-¹AX = D. 1.88 88 X = -8 0.5] -8-3 D=

Consider the following matrix:Let C= [-10 49] [-18 -19] [-6 31] [-21 28] [-25 44]Step 2 of 3 : Determine the value of c52, if possible. If the element indicated is not in the matrix, state "None"

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