In 14-18, assume the entries of all matrices are real numbers.
Use mathematical induction and the result of exercise 16 to prove that if A is any m × m matrix, then A”A=A”A for each integer .
To determine: IfA Is any matrix, then
Given information: A Is any matrix, then
Assume the entries of all matrices are real numbers.
Given: A Is an
Basis step n = 1
We need to prove that P ( k + 1) is true
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