Question: (a) Prove that if A and B are symmetric n n matrices, then so is A + B. (b) Prove that if A is
(a) Prove that if A and B are symmetric n × n matrices, then so is A + B.
(b) Prove that if A is a symmetric n × n matrix, then so is kA for any scalar k.
(b) Prove that if A is a symmetric n × n matrix, then so is kA for any scalar k.
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