So far our knowledge about inverse matrices is restricted to 2xx22\times 2 matrices. The following method will allow us to find the inverse of any dimensional matrix - if it exists - using Gauss-Jordan method.
We are given a matrix and the identity of the same dimentions:
And we apply now Gauss-Jordan so that matrix A\mathbf{A} is transformed into I\mathbf{I}, then our initial right part of (A∣I)\left(A\mid I\right) will be transformed into A^(-1)\mathbf{A}^{-1} finalising the process as
The use of Mathpix OCR with EDICO scientific editor to help blind Students in STEM education
The use of Mathpix OCR with EDICO scientific editor to help blind Students in STEM education
In this tutorial we'll show how Mathpix OCR is helpful to instantly transpose math and science assignments both in braille and speech. We'll use the free EDICO Scientific Editor to demonstrate how a math assignment can be imported using Mathpix technology, and how it can be solved using a Refreshable Braille Display.