#  Definition: An Identity Matrix is a square matrix that, when multiplied by another matrix, equals the same matrix.  Form: In the Identity Matrix the.

## Presentation on theme: " Definition: An Identity Matrix is a square matrix that, when multiplied by another matrix, equals the same matrix.  Form: In the Identity Matrix the."— Presentation transcript:

 Definition: An Identity Matrix is a square matrix that, when multiplied by another matrix, equals the same matrix.  Form: In the Identity Matrix the entries on the diagonal are 1 and the other entries are 0.

WWhen using a 2x2 matrix the identity matrix is WWhen using a 3x3 matrix the identity matrix is

IIf, find I so that WWhat are the dimensions of N? SSo what is I?

 Definition: the matrix by which another matrix is multiplied that results in the identity matrix  Form:

A matrix will have an inverse if and only if

Find the inverse of M.

If, find

Download ppt " Definition: An Identity Matrix is a square matrix that, when multiplied by another matrix, equals the same matrix.  Form: In the Identity Matrix the."

Similar presentations