If A is a non-singular matrix of order 3, then adj(adj(A)) is equal to

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Let A be a nonsingular matrix of order 3*3. Then | adj A | is equal to ... Let A be a nonsingular matrix of order 3*3. Then | adj A | is equal to ...
If A is a non singular matrix of order 3 then `|adj(adjA)|` equals (A) `|A|^4` (B) `|A|^6` (C) `|A|^ If A is a non singular matrix of order 3 then `|adj(adjA)|` equals (A) `|A|^4` (B) `|A|^6` (C) `|A|^
Let A be a non-singular matrix of order 3. If det(3 adj (2 adj((det A)A))) = 3-13.2-10 and det.... Let A be a non-singular matrix of order 3. If det(3 adj (2 adj((det A)A))) = 3-13.2-10 and det....
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Let A be non-singular matrix of order n.Then |adj A| =|A|^(n-1).If n=3 ,|adj A| =|A|^2 Let A be non-singular matrix of order n.Then |adj A| =|A|^(n-1).If n=3 ,|adj A| =|A|^2
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If `k` is a scalar and `l` is a unit matrix of order 3 then `adj(kl)` is equal to If `k` is a scalar and `l` is a unit matrix of order 3 then `adj(kl)` is equal to