The matrix A^2+4A-5l, where l is identity matrix and A=[■(1&2@4&-3)], equals

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The matrix `A^2 + 4 A-5I`, where `I` is identity matrix and `A = [[1,2],[4,-3]]`equals : The matrix `A^2 + 4 A-5I`, where `I` is identity matrix and `A = [[1,2],[4,-3]]`equals :
The matrix A^2+4  A-5 I, where I is identity matrix and A=[[ 1 2; 4 -3 ]] equals : (A) 32[[ 1 ... The matrix A^2+4  A-5 I, where I is identity matrix and A=[[ 1 2; 4 -3 ]] equals : (A) 32[[ 1 ...
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if for a matrix A, A^2+I=O, where I is the identity matrix, then A equals | 12 | MATRICES | MATH... if for a matrix A, A^2+I=O, where I is the identity matrix, then A equals | 12 | MATRICES | MATH...
Show that the matrix A=[21​32​] satisfies the equation A2−4A+I=0, where I is 2×2 identity matrix Show that the matrix A=[21​32​] satisfies the equation A2−4A+I=0, where I is 2×2 identity matrix
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