GEUP is user-friendly and powerful geometry software that enables interactive learning and exploration. It precisely verifies geometric properties and helps discover new properties.
GEUP is an exceptional software that provides a comprehensive platform for learning and practicing Geometry using a computer-based interface. With its interactive design and powerful features, GEUP enables users to explore mathematical concepts visually and in-depth, build mathematical models of the real world, or create interactive mathematics presentations with ease.
One of the most distinguishing features that sets GEUP apart from other software is its ability to apply Euclidian, analytical, and transformational geometry. It allows users to construct basic geometric elements such as points, lines, circles, and polygons (including regular polygons) with precision and accuracy. Additionally, users can quickly calculate loci (including by lines and circles) and perform geometric transformations such as symmetry, reflection, translation, dilation, rotation, and inversion.
GEUP also has the capability to define conics (ellipses, hyperbolas, and parabolas), allowing users to discover new properties through exploration. It enables users to verify geometric properties such as parallel, perpendicular, member, collinear, and equidistant, among others. Moreover, GEUP lets users define, combine, evaluate, and plot functions while working with Cartesian and polar coordinates.
The software also boasts several advanced features like the ability to create user construction tools through macros and apply animations to the construction. Users can easily edit and modify the construction at any time, making GEUP a flexible and adaptive tool for any Geometry-related task.
Another advantage of GEUP is its user-friendly interface, making it easy to learn and use. It also provides the option to fully customize the application, including multi-language support.
Overall, GEUP is a valuable tool for anyone interested in Geometry, whether for learning, teaching, or practicing. Its interactive, powerful, and easy-to-use features make it an excellent software for both beginners and advanced users alike.
One of the most distinguishing features that sets GEUP apart from other software is its ability to apply Euclidian, analytical, and transformational geometry. It allows users to construct basic geometric elements such as points, lines, circles, and polygons (including regular polygons) with precision and accuracy. Additionally, users can quickly calculate loci (including by lines and circles) and perform geometric transformations such as symmetry, reflection, translation, dilation, rotation, and inversion.
GEUP also has the capability to define conics (ellipses, hyperbolas, and parabolas), allowing users to discover new properties through exploration. It enables users to verify geometric properties such as parallel, perpendicular, member, collinear, and equidistant, among others. Moreover, GEUP lets users define, combine, evaluate, and plot functions while working with Cartesian and polar coordinates.
The software also boasts several advanced features like the ability to create user construction tools through macros and apply animations to the construction. Users can easily edit and modify the construction at any time, making GEUP a flexible and adaptive tool for any Geometry-related task.
Another advantage of GEUP is its user-friendly interface, making it easy to learn and use. It also provides the option to fully customize the application, including multi-language support.
Overall, GEUP is a valuable tool for anyone interested in Geometry, whether for learning, teaching, or practicing. Its interactive, powerful, and easy-to-use features make it an excellent software for both beginners and advanced users alike.
What's New
Version 2.0: N/A