Question

how to find the multiplicative inverse of a nonsingular matrix​

Answer 1

Answer:

Multiplicative Inverse of a Non-singular Matrix

Then A and B are said to be multiplicative inverse of each other if AB = BA = I. The inverse of A is denoted by A-1 , thus AA–1 = A–1 A = I. Inverse of a matrix is possible only if matrix is non-singular.

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Answer 2

Multiplicative Inverse of a Non-singular Matrix

Then A and B are said to be multiplicative inverse of each other if AB = BA = I. The inverse of A is denoted by A-1 , thus AA–1 = A–1 A = I. Inverse of a matrix is possible only if matrix is non-singular.