Inverse Examples

In this video I am solving inverse of matrices. We have taken 2 cases in this session 1. In first case the determinant of the matrix is 0 and so the matrix does not have an inverse 2. In second case the determinant of the matrix is not 0 and hence has an inverse Links to the topics discussed in the previous video Matrices 1. https://youtu.be/TNaHhemEGek 2. https://youtu.be/1kdK87nbZqc 3.https://youtu.be/o_mOT6gJwQM System of Linear Equations - https://youtu.be/COWbYdtpsow System of Linear Equations Matrices - https://youtu.be/gd9l5GUTUD8 Row Operations on Matrix (REF & RREF) - https://youtu.be/TWPKNr3xo-o Vectors - https://youtu.be/zhgnMPMFOpg Vector Part II - https://youtu.be/w3myGKVDcoY Vectors Part III - https://youtu.be/yx_uKDEWF6c Vectors Part IV - https://youtu.be/Mss38XFIYIA Spans & Consistency - https://youtu.be/EcGP_KJvfc4 Homogeneous Systems & Parametric Form Of Equations - https://youtu.be/ekio_WULLsI InHomogeneous System & Parametric Forms - https://youtu.be/9cuB0738pZY Linear Transformation & Matrix Algebra - https://youtu.be/TNaHhemEGek Determinants - https://youtu.be/rCz15yH4MN4 EigenValues & EigenVector - https://youtu.be/YxprNDCvwNc Eigen Vectors & Eigen Values Continued. - https://youtu.be/RyUOpaedIT0 EigenSpaces - https://youtu.be/2KZdixOiUxI Characteristic Polynomial & Trace of a Matrix - https://youtu.be/rrRUv6lhy2c