Let A be a square matrix satisfying A2 + 5A +5I =0 then the inverse of A+2I is equal to

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Let A be a square matrix satisfying `A^2+5A+5I= 0` the inverse of `A+2l` is equal to Let A be a square matrix satisfying `A^2+5A+5I= 0` the inverse of `A+2l` is equal to
Let A be a square matrix satisfying A^(2)+5A+5I=0. The inverse ofA+2I is equal to : | CLASS 12 ... Let A be a square matrix satisfying A^(2)+5A+5I=0. The inverse ofA+2I is equal to : | CLASS 12 ...
Let A be a square matrix satisfying A^2+5 A+6 I=0. The inverse of A+2 I is equal to : (a) A-2 I (... Let A be a square matrix satisfying A^2+5 A+6 I=0. The inverse of A+2 I is equal to : (a) A-2 I (...
How to prove for matrix A : A^2-2A-5I=0 How to prove for matrix A : A^2-2A-5I=0
Inverse Matrices and Their Properties Inverse Matrices and Their Properties
If a matrix A is such that \\(\\ 3A^{3} + 2A^{2} + 5A + I = 0\\) , then its inverse is.... If a matrix A is such that \\(\\ 3A^{3} + 2A^{2} + 5A + I = 0\\) , then its inverse is....
Inverse of a Matrix Inverse of a Matrix
If A is a square matrix satisfying A^2=I, thenhat is the inverse of A ? If A is a square matrix satisfying A^2=I, thenhat is the inverse of A ?