Let A- - aij -m- n be a matrix such that aij- 1 for all i-j- Then-

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Integers

Let A= [ ai...

Question

Let $A = {[a_{i j}]}_{m \times n}$ be a matrix such that $a_{i j} = 1$ for all i,j. Then,

rank

(A) > 1

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rank

(A) = 1

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rank

(A) = m

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rank

(A) = n

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Similar questions

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

A = [a_{i j}], 1 \leq i, j \leq n w i t h n \geq 3 a n d a_{i j} = i . j

A = [a_{i j}]

n \times n

a_{i j} = k

i = j

A =

A^{θ} = A

a_{i j} =_{j i}

A^{θ} = - A

a_{i j} = -_{j i}

f : M \to {1, - 1}, M

f (A) = {\begin{matrix} 1 & A i s h e r m i t i a n - 1 & A i s s k e w h e r m i t i a n \end{matrix}

Y = A^{n}

A = m

B = n

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