Question: The matrix S is said to be a square root of the matrix A if S2 = A. (a) Show that is a square root
(a) Show that
is a square root of the matrix
Can you find another square root of A?
(b) Explain why only square matrices can have a square root.
(c) Find all real square roots of the 2 Ã 2 identity matrix
(d) Does
have a real square root?
04 0 -(0 9) -1=(3-0) -1 0
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a Check that S 2 A by direct computation Another ... View full answer
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