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$If A = [\begin{array}{lll} 3 - 3 4 \\ 2 - 3 4 \\ 0 - 1 1 \end{array}], then the value of trace of the matrix adj (adj A) is$

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Correct option is A

Given matrix A=3−342−340−11|A|=3(−3+4)+3(2−0)+4(−2+0)=3+6−8=1 Now, adj (adj⁡(A))=|A|n−2A=1.A=A Trace of the matrix adj⁡( adj A)=3−3+1=1

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If A=3 −3 42 −3 40 −1 1 , then the value of trace of the matrix adj adj A is

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$If A = [\begin{array}{lll} 3 - 3 4 \\ 2 - 3 4 \\ 0 - 1 1 \end{array}], then the value of trace of the matrix adj (adj A) is$