Question

what is the difference between a matrix inverse and an adjoint?

Answer 1

Hey mate, Here's the answer. . . . .

Inverse Matrix:-

A matrix B is said to be an inverse matrix of another matrix A iff,

AB=BA=I

Adjoint Matrix:-

The transpose of the matrix formed by replacing the elements of a square matrix A with the corresponding cofactors is called the Adjoint if A and is denoted by Adj A

$inverse \: matrix = \frac{adjoint \: of \: matrix}{determinant \: of \: the \: matrix}$

Hope it helps! ! ! !

Mark my answer as brainliest! ! ! ! !

Regards,

Abhinay.