A matrix A-Aijm- n is said to be a square matrix if

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Periodic Matrix

A matrix A=...

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A matrix $A = (A_{i j})_{m \times n}$ is said to be a square matrix if

m = n

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m \leq n

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m \geq n

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m < n

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A = [a_{i j}]_{m \times n}

Matrix $A = [a_{i j}]_{m \times n}$ is a square matrix if _______

m

n

m = n

{A = [a_{i j}]}_{m \times n}

I f A^{m} = 0, n o w, i f f o r t h i s A, (I - A)^{n} = I + A + A^{2} + . . . + A^{m - 1}, t h e n n i s e q u a l t o

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