Inverse of Matrices - Theorem#2 | Inverse of Every Square Matrix if it exists is Unique

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Dear students in this Video Lecture Today, We will Start Most Important Theorem Inverse of Every Square Matrix, if it exists, is Unique ... (in Hindi and English Language). This Theorem is related to the Chapter "Matrices". This is most most important Theorem for you for the Students of 11th/ 12th/ BBA/ BCA/ BE/ BTech/ BA/ BSc/ MSc/ MCA/ MTech/ GATE/ CSIR NET and other competitive examination also....

( INVERSE OF A SQUARE MATRIX )
That is, multiplying a matrix by its inverse produces an identity matrix. Not all square matrices have an inverse matrix. If the determinant of the matrix is zero, then it will not have an inverse, and the matrix is said to be singular. Only non-singular matrices have inverses....
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NOTE: This course video is for those students who are not regular in the class due to their own reasons. This video is related to (MATHEMATICS-I, MATHEMATICS-II MATHEMATICS-III BE/B.TECH.), BA./ B.SC. B.COM, BBA, BCA, MCA, M.Tech, M.SC. MATHEMATICS, IIT JEE, CSIR-NET, GATE etc.... for Haryana’s university K.U.K. M.D.U. C.D.L.U. G.J.U. DCRUST and others Technical and Non-Technical University of India.

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