Need help with parts (a), (b) and (c). Thank you :) |1 2 39. Let A =2 2 23 2 1(a) Explain why A is orthogonally diagonalizable.(b) The vectors vị =(1,1, 1), v2 = (-1,0, 1), and v3 =eigenvalues of A?arectors of A. What are the(c) Find a matrix Q which orthogonally diagonalizes A.hutes was(d) Let PA. Explain why P is a regular stochastic matrix(e) What is the stationary distribution of P?(f) Consider the graph G with adjacency matrix A, and let m be an even natural number. What is thenumber of walks of length m between vertices 2 and 3?SCourseHoto.com

Name: Need help with parts (a), (b) and (c). Thank you :) |1 2 39. Let A =2
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Description: Need help with parts (a), (b) and (c). Thank you :) |1 2 39. Let A =2 2 23 2 1(a) Explain why A is orthogonally diagonalizable.(b) The vectors vị =(1,1, 1), v2 = (-1,0, 1), and v3 =eigenvalues of A?arectors of A. What are the(c) Find a matrix Q which

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[1 2 3] 9. Let A = |2 2 2. oute was SCourseHoto.com 3 2 1 (a) Explain why A is orthogonally diagonalizable. (b) The vectors V1 = (1,1, 1), v2 = (-1,0,1), and V3 = eigenvalues of A? %3D %3D ectors of A. What are the (c) Find a matrix Q which orthogonally (d) Let P = A. Explain why P is a regular stochastic matri: (e) What is the stationary distribution of P? (f) Consider the graph G with adjacency matrix A, and let m be an even natural number. What is the number of walks of length m between vertices 2 and 3?