Find inverse and determinants of matrices

Find inverse and determinants of matrices

A-1 is the inverse of A

A x A-1 = I

Find inverse and determinants of matrices

A-1 is the inverse of A

A x A-1 = I

Find inverse and determinants of matrices

A-1 is the inverse of A

A x A-1 = I

Find inverse and determinants of matrices

A-1 is the inverse of A

A x A-1 = I

Find inverse and determinants of matrices

A-1 is the inverse of A

A x A-1 = I

Find inverse and determinants of matrices

A-1 is the inverse of A

A x A-1 = I

Find inverse and determinants of matrices

A-1 is the inverse of A

A x A-1 = I

Find inverse and determinants of matrices

A-1 is the inverse of A

A x A-1 = I

Find inverse and determinants of matrices

A-1 is the inverse of A

A x A-1 = I

ad – bc = determinant

(i.e. tells us about the inverse)

Det(A) = 0: A-1 does not existDet(A) = 1: A is “singular”

Det(A) ≠ 1: A is “non-singular”

Find inverse and determinants of matrices