Types: Not Applicable
Examples: Inverse of a 2x2 Matrix
Constructions: Not Applicable
Generalizations: Not Applicable

Properties: Not Applicable
Sufficiencies: Not Applicable
Equivalences: Not Applicable
Justifications: Not Applicable

Matrix Inverse

If a Matrix has both a left inverse and a right inverse, then it has only one left inverse and one right inverse, and they are identical; such a matrix is called the inverse of and is denoted .

Proof. If a matrix has a right inverse , then . If it has a left inverse , then . So