Equations (2..40 degree) ...
1.0 6
XVIII by ABAKAL.Cálculo.Estructura.Hidráulica.Luis.Nieto.
About Matriz
Matriz (Package Name: com.nieto.luis.matriz) is developed by ABAKAL.Cálculo.Estructura.Hidráulica.Luis.Nieto. and the latest version of Equations (2..40 degree) ... XVIII was updated on August 28, 2023. Equations (2..40 degree) ... is in the category of Education. You can check all apps from the developer of Equations (2..40 degree) .... Currently this app is for free. This app can be downloaded on Android 4.4+ on APKFab or Google Play. All APK/XAPK files on APKFab.com are original and 100% safe with fast download.
PERMITS / PERMISO
It need permissions to save and read files in order to have persistent data and save the calculations.
Necesita permisos para guardar y leer archivos para poder tner datos persistentes y guardar los cálculos.
INSTRUCTIONS / INSTRUCCIONES:
https://carreteras-laser-escaner.blogspot.com/2018/12/inversa-autovalores-ecuaciones-en.html
CALCULATION MATRIX /CÁLCULO MATRICIAL
Resolves:
• Determinant.
• Inverse.
• Characteristic polynomial.
• Eigenvalues.
• Matrix diagonalisation
• Equations.
Resuelve:
• Determinante.
• Inversa.
• Polinomio característico.
• Autovalores.
• Diagonalización de marices.
• Ecuaciones.
Using this tool we can solve quickly complex matrix problems.
We have built a very intuitive editor that helps easily add data to our matrix.
We'll just have to click a button to make the calculation of the determinant, inverse or the characteristic polynomial and solve it in roots (eigenvalues) real and complex.
Con ayuda de esta herramienta podremos resolver rápidamente complejos problemas matriciales.
Hemos incorporado un editor muy intuitivo que nos ayudará a añadir fácilmente los datos de nuestra matriz.
Sólo tendremos que hacer un click para el cálculo del determinante, inversa o el polinomio característico y resolución de éste en raíces (autovalores) reales y complejas.
LINEAR ECUATION SYSTEMS / SISTEMAS DE ECUACIONES:
For solving systems of equations must provide the matrix of independent terms.
The resolution of the equations is done by two methods:
• Multiplying by the inverse
• Reduction Gauss-Jordan.
The latter method is unbundled and allows you to check whether the system of linear equations is compatible determined, indeterminate or incompatible.
Para la resolución de sistemas de ecuaciones se debe aportar "a posteriori" la matriz de términos independientes.
La resolución de las ecuaciones se hace por dos métodos:
• Multiplicando por la inversa
• Reducción Gauss-Jordan.
Éste último método está desglosado y permite comprobar si el sistema de ecuaciones lineales es compatible determinado, indeterminado o incompatible.
It need permissions to save and read files in order to have persistent data and save the calculations.
Necesita permisos para guardar y leer archivos para poder tner datos persistentes y guardar los cálculos.
INSTRUCTIONS / INSTRUCCIONES:
https://carreteras-laser-escaner.blogspot.com/2018/12/inversa-autovalores-ecuaciones-en.html
CALCULATION MATRIX /CÁLCULO MATRICIAL
Resolves:
• Determinant.
• Inverse.
• Characteristic polynomial.
• Eigenvalues.
• Matrix diagonalisation
• Equations.
Resuelve:
• Determinante.
• Inversa.
• Polinomio característico.
• Autovalores.
• Diagonalización de marices.
• Ecuaciones.
Using this tool we can solve quickly complex matrix problems.
We have built a very intuitive editor that helps easily add data to our matrix.
We'll just have to click a button to make the calculation of the determinant, inverse or the characteristic polynomial and solve it in roots (eigenvalues) real and complex.
Con ayuda de esta herramienta podremos resolver rápidamente complejos problemas matriciales.
Hemos incorporado un editor muy intuitivo que nos ayudará a añadir fácilmente los datos de nuestra matriz.
Sólo tendremos que hacer un click para el cálculo del determinante, inversa o el polinomio característico y resolución de éste en raíces (autovalores) reales y complejas.
LINEAR ECUATION SYSTEMS / SISTEMAS DE ECUACIONES:
For solving systems of equations must provide the matrix of independent terms.
The resolution of the equations is done by two methods:
• Multiplying by the inverse
• Reduction Gauss-Jordan.
The latter method is unbundled and allows you to check whether the system of linear equations is compatible determined, indeterminate or incompatible.
Para la resolución de sistemas de ecuaciones se debe aportar "a posteriori" la matriz de términos independientes.
La resolución de las ecuaciones se hace por dos métodos:
• Multiplicando por la inversa
• Reducción Gauss-Jordan.
Éste último método está desglosado y permite comprobar si el sistema de ecuaciones lineales es compatible determinado, indeterminado o incompatible.
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Matriz Features
Previous Versions
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Requires Android: Android 4.4+
Screen DPI: 160-640dpi
SHA1: 878bf2bd77d841e0ac912a78401943d33a31d1d0
Size: 1.59 MB
Requires Android: Android 4.4+
Screen DPI: 160-640dpi
SHA1: f352c84e795d9fd647ac1cff9035e46c0cc39569
Size: 1.88 MB
What's New:
Now the data is saved in /Documents/ABK_Matrix
Requires Android: Android 4.4+
Screen DPI: 160-640dpi
SHA1: 4bee09035e0d558e56c92789a21e22a5c9f31a7d
Size: 1.66 MB
What's New:
Now, matrix diagonalisation
Give us 5 * if you like the free ABAKAL apps. Like everyone else, we need to be appreciated.
For any questions or suggestions, please, send us an e-mail.
Give us 5 * if you like the free ABAKAL apps. Like everyone else, we need to be appreciated.
For any questions or suggestions, please, send us an e-mail.
Requires Android: Android 4.4+
Screen DPI: 160-640dpi
SHA1: 177654ae45f47efe9222eda7320a5567dcc63675
Size: 1.65 MB
What's New:
Now, matrix diagonalisation
Give us 5 * if you like the free ABAKAL apps. Like everyone else, we need to be appreciated.
For any questions or suggestions, please, send us an e-mail.
Give us 5 * if you like the free ABAKAL apps. Like everyone else, we need to be appreciated.
For any questions or suggestions, please, send us an e-mail.
More Information
Package Name:
Update Date:
2023-08-28
Latest Version:
XVIII
Need Update:
Available on:
Requirements:
Android 4.4+
Report:
Safe to Download
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