Homogeneous Differential Equations Reducible to Separable Variables with GeoGebra

Proceedings of The 4th International Conference on Academic Research in Science, Technology and Engineering

Year: 2021

DOI: https://www.doi.org/10.33422/4th.icarste.2021.08.60

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Homogeneous Differential Equations Reducible to Separable Variables with GeoGebra

Jorge Olivares -Funes , Pablo Martin and Maria Rojas Medar



Differential equations with GeoGebra are a topic that it is currently beginning to be taken with great enthusiasm in the development of support material for the teaching of this subject in engineering courses at various universities in the world, Its use in various mathematics courses especially in differential equations at the University of Antofagasta, dates back to 2018, where GeoGebra applets were created to see the animated solutions of first-order differential equations. This gave rise to the publication of “Animations and interactive creations in linear differential equations of first order: the case of Geogebra”.This work is presented as a continuation and extension of this paper, here various examples are developed precisely with GeoGebra applets, this will be as the teaching support material in certain special cases of differential equations, which are reducible to separable variables, this is a case of complexity among the students, but thanks to this great software a very different and interactive approach is made known.

Keywords: Education; differential equations; GeoGebra, reduction; Tics.