Métodos Numéricos: A Comprehensive App for Numerical Methods

Métodos Numéricos is an Android app that offers a comprehensive set of numerical methods for solving mathematical equations. Developed by Luis G, this free app falls under the category of Education & Reference.

The app offers a wide range of methods, including the graphical method, bisection, false position, successive approximations, Newton-Raphson, secant, Aitken, Muller, Jacobi, Gauss-Seidel, three-point formula, five-point formula, trapezoidal rule, Simpson's rule, and Romberg's method. Moreover, the app comes with a gratifying feature and configurations that allow users to have greater control over the results and the way they are displayed.

Overall, Métodos Numéricos is a handy tool for students and professionals who need to solve mathematical equations using numerical methods. The app's user-friendly interface and extensive set of features make it a must-try for anyone looking for a reliable and efficient numerical solver on their Android device.

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App specs

  • License

    Free

  • Version

    2.2.0

  • Latest update

  • Platform

    Android

  • OS

    Android 13.0

  • Language

    Spanish

  • Downloads

    3

    Last month's downloads

    • 2
  • Size

    3.18 MB

  • Developer

  • Download Options

    APK, Google Play

  • Filename

    io.ionic.metodosnumericos271828_2.2.0.apk

Program available in other languages



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Is Métodos Numéricos safe?

99/100

Score result: Clean

This file passed a comprehensive security scan using VirusTotal technology. It is safe to download.

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Thursday, May 22, 2025
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File Integrity

File
io.ionic.metodosnumericos271828_2.2.0.apk
SHA256
91d1af98279a37f2f6c67dcc8719c7aec95a892188fd70a03ebe62ed2f5c0d89
SHA1
16f8c52f43895132d363c22b9efd7701a2cd69e2

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Métodos Numéricos has been thoroughly scanned by our advanced security systems and verified by industry-leading partners. This file comes from the official developer and has passed all our security checks, showing no signs of viruses, malware, or spyware.