Deltoids like kites. A travel through geometry

Authors

  • Anna Maria Facenda Mathesis Pesaro, Italy
  • Paola Fulgenzi Mathesis Pesaro, Italy
  • Janna Nardi Mathesis Pesaro, Italy
  • Floriana Paternoster Mathesis Pesaro, Italy
  • Daniela Rivelli Mathesis Pesaro, Italy
  • Daniela Zambon Mathesis Pesaro, Italy

DOI:

https://doi.org/10.33683/ddm.18.3.6

Keywords:

mathematical laboratory, dynamic models, geometric software, quadrilaterals

Abstract

This work presents a plan geometry learning unit that highlights the deltoid, a figure often neglected in the classrooms. The proposed methodology is active and operative, employing both artifacts (“dynamic models”) built by the students and geometrical software (Cabri, Geogebra). The theoretical reference framework and the mathematical knowledge that can be gained from the suggested activities are explained and instructions on the organization and the activities management in the classroom are provided together with their educative and cognitive value.

Additional Files

Published

2018-05-15

How to Cite

Facenda, A. M., Fulgenzi, P., Nardi, J., Paternoster, F., Rivelli, D., & Zambon, D. (2018). Deltoids like kites. A travel through geometry. Didattica Della Matematica. Dalla Ricerca Alle Pratiche d’aula, (3), 116 - 134. https://doi.org/10.33683/ddm.18.3.6

Issue

Section

Teaching and learning experiences