if A is a symmetric marrix, show that ka is symmetric
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A is a symmetric matrix then
A' = A
Now,
(kA)' = kA' = kA (where k is scalar)
since (kA)' = kA, therefore kA is symmetric.
A' = A
Now,
(kA)' = kA' = kA (where k is scalar)
since (kA)' = kA, therefore kA is symmetric.
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