Intersection of two surfaces in GeoGebra

Authors

Keywords:

GeoGebra, algebraic geometry, surfaces

Abstract

In this article our main objective is to illustrate how GeoGebra can be used to obtain the intersection of some surfaces of R3, presenting several examples, and the procedures necessary to its construction. The intersection of the surfaces associated with the graph representations of bivariate functions is show in more detail. Some of the constraints of the application of these processes are presented, as well as their relation with some topics of algebraic geometry. Finally, some considerations are presented in the educational context where the material here presented can be used with students of mathematics courses in higher education.

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References

COX, D., LITTLE, J. B., & O'SHEA, D. (2007). Ideals, varieties, and lgorithms: an introduction to computational algebraic geometry and commutative algebra. Springer.

INSELBERG, A. (2009). Parallel Coordinates, Visual Multidimensional Geometry and Its Applications. Springer US.

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Published

2017-12-10

How to Cite

Dos Santos, J. M. D. S. (2017). Intersection of two surfaces in GeoGebra. Journal of the GeoGebra International Institute of São Paulo, 6(2), 04–09. Retrieved from https://revistas.pucsp.br/index.php/IGISP/article/view/35462

Issue

Vol. 6 No. 2 (2017)

Section

Artigos

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