
Polynomials and Linear Systems
Equations Solver
Archived App (Last seen on 30 Apr 2025)
This is an archived listing of the app previously available on the App Store.Although the app is no longer distributed by Apple, you can still view its description, screenshots, version history, ratings, and metadata for reference.
About
This free app solves polynomial equations up to the 10th degree and systems of up to 8 linear equations. It also finds best solutions for overdetermined systems using the Least Squares Method and graphs real solutions.
What's New in Polynomials and Linear Systems
2.8
November 15, 2024
Added link to our new app 'Polynomial Solver Step by Step'. This app is being phased out, so please download 'Polynomial Solver Step by Step' for Polynomial Equation solutions and 'Matrix Solver Step by Step' for Systems of Linear Equations and Best Solutions for Overdetermined Systems.
MoreDeveloper apps
FAQ
What is the short name for Polynomials and Linear Systems?
The short name for Polynomials and Linear Systems is 'Polynomials and Linear Systems'.
Does Polynomials and Linear Systems have ads?
No, Polynomials and Linear Systems is free of ads.
What is the rating for Polynomials and Linear Systems?
Polynomials and Linear Systems has a rating of 5.0 stars from 3 ratings.
What devices does Polynomials and Linear Systems support?
Polynomials and Linear Systems supports iPhone, iPad, and iPod.
How often is Polynomials and Linear Systems updated?
The latest version, 2.8, was last updated on November 15, 2024.
What is the age rating for Polynomials and Linear Systems?
Polynomials and Linear Systems has an age rating of 4+.
What learning methodology does Polynomials and Linear Systems use?
Polynomials and Linear Systems provides step-by-step explanations for solving systems of linear equations, aiding in understanding the row reduction algorithm.
Does Polynomials and Linear Systems offer certifications?
Polynomials and Linear Systems does not offer certifications; it is a tool for solving mathematical equations and systems.







