Let A={aij} be a 3×3 matrix, where aij=(−1)j−iif i j,2if i=j,(−1)i+jif i j,then det(3 Adj(2A−1)) is

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Let M = (aij), i, j ∈ {1, 2, 3}, be the 3 × 3 matrix such that aij = 1 if j + 1 is divisible by i,

Let A = [aij] be a 3 × 3 matrix, where aij = 1,ifi=j−x,if|i−j|=12x+1,otherwise. 1, if i = j -

How to Find Adjoint of 3x3 Matrices | Linear Algebra Exercises

If A=[aij] be 3x3 matrix where aij=i-3j then which of the following is false #matrixclass12 #cbse

Let I be the identity matrix of order 3×3 and for the matrix A=[(λ&2&3@4&5&6@7&-1&2)] |A|=-1.Let B

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