Question: This is a Linear algebra and matrix theory problem. 1. Let S = 1 0 (a) Find the eigenspaces of S. (b) Find M orthogonal

This is a Linear algebra and matrix theory problem.

1. Let S = 1 0 (a) Find the eigenspaces of S. (b) Find M orthogonal and A diagonal such that S = MAMT. (c) Find a polynomial p(t) of the smallest possible degree such that p(S) = 0

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