Helps you understand mathematical theory using practical examples
GeoGebra enables you to create constructions using points, lines, conic sections, vectors, segments, functions and to dynamically modify them when needed.
Moreover, GeoGebra makes it simple and straightforward to enter all the equations and coordinates used in your mathematical constructions directly.
Thus, GeoGebra has the ability to deal with variables, points and vectors, provides you with commands like Root and Extremum and allows you to easily finds derivatives and integrals for functions.
Designed for all math knowledge levels
The GeoGebra software can be used by all types of students from elementary school up to university students, because of its great versatility and capability to adapt to a wide variety of mathematical inquiries.
Once a Geogebra model has been created, the user can effortlessly interact with it and modify it by dragging around the objects that compose it or by changing the parameters of the mathematical construction.
Design and generate interactive graphs and plots
As an added bonus, most mathematical constructions generated using the GeoGebra utility can encompass various types of interactive content, from geometrical shapes and graphs to calculus formulas.
For beginners, the GeoGebra developers provide a comprehensive
Wide selection of math experiment tutorials
GeoGebra tutorials vary in form, from step by step graphical and text based ones to video tutorials that will help you grasp the way GeoGebra should be used to obtain the best results a lot easier.
Furthermore, the GeoGebra website also offers an exhaustive
Support for a vast number of language, operating systems and platforms
What's more, GeoGebra is available in multiple languages spoken by hundreds of millions of people across the globe and it can also be used on a large assortment of platforms, on desktop devices running Mac OS X, Windows and Linux or on iOS, Android and Windows mobile ones.
Reviewed by Sergiu Gatlan, last updated on November 27th, 2014
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- fix for f == g (for multi-variable functions) and for Intersect[curve, curve]
- fix for Triangular[0, 50, 25, x, false]
- new version of Giac with fix for Integral[((x-2)(x-3))^2,2,3]
Application descriptionGeoGebra is free and multi-platform dynamic mathematics software for all levels of education that joins geome...