How to find the Inverse of a Matrix

The inverse of matrix is another matrix, which on multiplication with the given matrix gives the multiplicative identity. For a matrix A, its inverse is A⁻¹, and A.A⁻¹ = I.
We can calculate the Inverse of a Matrix by:
Step 1: calculating the Matrix of Minors,
Step 2: then turn that into the Matrix of Cofactors,
Step 3: then the Adjugate, and.
Step 4: multiply that by 1/Determinant.

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[@aarthikannadoss1229]

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​ 2:53 2:53

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[@tambuwalmathsclass]

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[@emmanuelchishimba8201]

This has helped me a lot. I was struggling to find the inverse of the matrix

[@Sam-bm6ht]

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[@techltrick]

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[@tambuwalmathsclass]

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[@BenjaminOdor]

Why didn't you make use of the first method for the 2×2 matrix for the 3×3 matrix..
Like the first question first found the determinant before the cofactor.. but u seemed to find the both of them at once while solving the 3×3 matrix

[@MarkAmankwah]

So sir you get the determinant to be negative two or any number but not one, how are we going to go about it?

[@user-yl5by1zd1u]

is this the adjoint or inverse of a matrice

[@onaibebelievejessica5744]

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[@tambuwalmathsclass]

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[@muhammedfitnessgrema3139]

Why is the first one minus 1 over 6 ?? For the two by two matrix

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How do you find a determinate of a 3x4 martix missed with letters

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I want application questions

[@user-ut4lc5wu4v]

How to find the inverse of 4×4 matrices please

[@StephaneDibril]

What is thé name of the méthod being use please

[@EzekielBotchwey-wp7bg]

Please how to find inverse of 4by4 matrix

[@user-kk5wn2xc4d]

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[@tambuwalmathsclass]

Thanks