Calculates the Inverse of Matrix, Adjoint of Matrix and Determinant of Matrix for given matrix |A|.
An Inverse Matrix is a matrix that when multiplied by the original matrix yields the identity matrix.
The inverse of a square n x n matrix A, is another 3x3 matrix denoted by A-1.
The steps to find inverse matrix as follows:
1. Calculate the Adjoint of Matrix (adj A)
2. Calculate the Determinant of Matrix (|A|)
3. Divide the Adjoint of Matrix (adj A) by Determinant of Matrix
= (adj A)/|A|
