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Linearibus - Matrix calculator - Google Play




About Linearibus - Matrix calculator

Through this application you can perform operations with matrices, solve systems of linear equations, Ax = B, using the methods of Cramer, inverse by Adj-Det, Gauss and Gauss-Jordan. You can also perform the following...

Through this application you can perform operations with matrices, solve systems of linear equations, Ax = B, using the methods of Cramer, inverse by Adj-Det, Gauss and Gauss-Jordan.

You can also perform the following calculations:

- Range
- Trace
- Transposed
- Determinant
- Reverse matrix by the Gauss-Jordan method
- Inverse matrix by the Adj-Det method
- Matrix of cofactors
- Adjoint matrix
- Addition, subtraction, product and division between matrices
- Scale by matrix

Linearibus has a work area of 12 matrices identified with letters from A to L. Keep in mind that matrices A and B will be free to use, while matrices C to L will be paid. You can also make free use of matrices whose dimensions are less than 7. Greater dimensions will also be paid.



Previous Versions

Here you can find the changelog of Linearibus - Matrix calculator since it was posted on our website on 2020-07-29 21:38:36. The latest version is and it was updated on 2024-04-22 21:56:26. See below the changes in each version.

Linearibus - Matrix calculator version Foxtrot.Delta.Beta
Updated At: 2022-11-07
Changes: Bugs
Linearibus - Matrix calculator version Foxtrot.Beta.Alfa
Updated At: 2021-01-02
Changes: All available matrices. Any size available
Linearibus - Matrix calculator version Foxtrot.Alfa.Alfa
Updated At: 2020-07-02
Changes: This new version includes: - Range of a matrix - Linear equation system Ax = B by Gauss method - Matrix power - In the free version, the traditional matrices A and B, and the possibility of acquiring matrices C to L with in-app purchase - Multiple operations between matrices - Dark mode


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Disclaimer

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Downloads: 1
Updated At: 2024-04-22 21:56:26
Publisher: Kedamp
Operating System: Android
License Type: Free