Volume of geometric solids on the Desmos platform – A didactic experience in Cape Verde

Daniel Machado 1, Nuno Bastos 2 3, Andreia Hall 3, Sónia Pais 4 *
More Detail
1 EPCV–Portuguese School of Cape Verde, Cape Verde, PORTUGAL
2 Polytechnic Institute of Viseu, Viseu, PORTUGAL
3 CIDMA–Center for Research and Development in Mathematics and Applications, University of Aveiro, Aveiro, PORTUGAL
4 CiTUR–Center for Tourism Research, Development and Innovation, Polytechnic of Leiria, Leiria, PORTUGAL
* Corresponding Author
EUR J SCI MATH ED, Volume 11, Issue 3, pp. 376-391. https://doi.org/10.30935/scimath/12788
Published Online: 02 January 2023, Published: 01 July 2023
OPEN ACCESS   1243 Views   866 Downloads
Download Full Text (PDF)

ABSTRACT

This work intends to disseminate a didactic experience in mathematics, in times of pandemic, in an emergency remote teaching situation, at the Portuguese School of Cape Verde, using the Desmos digital platform. The topic addressed was the study of the volume of geometric solids. The main objective was to contribute to the learning of mathematical concepts, using digital tools that promote students’ autonomy while respecting their learning pace, thus improving teaching practices through more assertive methodologies and more innovative resources.
In order to understand how the Desmos platform contributes to improve the learning of geometry an explanatory case study was conducted. The participants in the study are 9th grade students from a Cape Verde school. Preliminary analysis of the data collected through several techniques, using diverse data collecting mechanisms, indicates that the contribution is very positive with clear advantages in the construction of knowledge on the part of the students, centered in a logic of skill development.

CITATION

Machado, D., Bastos, N., Hall, A., & Pais, S. (2023). Volume of geometric solids on the Desmos platform – A didactic experience in Cape Verde. European Journal of Science and Mathematics Education, 11(3), 376-391. https://doi.org/10.30935/scimath/12788

REFERENCES

  • Antunes, G., & Cambrainha, M. (2020). Modelos de exploração matemática na plataforma Desmos: Ensinar e aprender em um ambiente virtual de aprendizagem [Mathematical exploration models on the Desmos platform: Teaching and learning in a virtual learning environment]. ANPMat, Associação Nacional dos Professores de Matemática na Educação Básica [ANPMat, National Association of Teachers of Mathematics in Basic Education]. https://anpmat.org.br/wp-content/uploads/2020/07/e-book_Desmos_final.pdf
  • Barbosa, G. C., Ferreira, M. M. G. de A., Borges, L. M., & Santos, A. G. dos S. (2014). Tecnologias digitais: Possibilidades e desafios na educação infantile [Digital technologies: Possibilities and challenges in early childhood education]. In T. Henrique (Ed.), Proceedings of the ESUD 2014–XI Congresso Brasileiro de Ensino Superior a Distância [XI Brazilian Congress of Distance Higher Education] (pp. 2888-2899).
  • Barker, J., & Gossman, P. (2013). The learning impact of a virtual learning environment: Students’ views. Teacher Education Advancement Network Journal, 5(2), 19-38.
  • Beluce, A. C., & de Oliveira, K. L. (2015). Students’ motivation for learning in virtual learning environments. Paideia, 25(60), 105-113. https://doi.org/10.1590/1982-43272560201513
  • Carrillo, C., & Flores, M. A. (2020). COVID-19 and teacher education: A literature review of online teaching and learning practices. European Journal of Teacher Education, 43(4), 466-487. https://doi.org/10.1080/02619768.2020.1821184
  • Chen, K. C., & Jang, S. J. (2010). Motivation in online learning: Testing a model of self-determination theory. Computers in Human Behavior, 26(4), 741-752. https://doi.org/10.1016/j.chb.2010.01.011
  • Decreto-Lei n.o 54/2018 do Ministério da Educação. (2018). Diário da República n.o 129/2018, Série I de 2018-07-06 [Official Gazette No. 129/2018, Series I of 2018-07-06]. https://dre.pt/dre/detalhe/decreto-lei/54-2018-115652961
  • Decreto-Lei n.o 55/2018 do Ministério da Educação. (2018). Diário da República n.o 129/2018, Série I de 2018-07-06 [Diário da República No. 129/2018, Series I of 2018-07-06]. https://dre.pt/dre/detalhe/decreto-lei/55-2018-115652962
  • Fonseca, S. M., & Mattar, J. (2017). Metodologias ativas aplicas à educação a distância: Revisão da literature [Active methodologies applied to distance education: Literature review]. Revista EDaPECI [EDaPECI Magazine], 17(2), 185-197. https://doi.org/10.29276/redapeci.2017.17.26509.185-197
  • Gautam, P. (2020). Advantages and disadvantages of online learning. eLearning Industry. https://elearningindustry.com/advantages-and-disadvantages-online-learning
  • Gonçalves, M. T. S. S. (2019). Geometria Não Euclidiana no ensino secundário [Non-Euclidean geometry in secondary education] [PhD dissertation, Universidade da Beira Interior].
  • Hodges, C., Moore, S., Lockee, B., Trust, T., & Bond, A. (2020). The difference between emergency remote teaching and online learning. EDUCAUSE Review. https://er.educause.edu/articles/2020/3/the-difference-between-emergency-remote-teaching-and-online-learning
  • Iglesias-Pradas, S., Hernández-García, Á., Chaparro-Peláez, J., & Prieto, J. L. (2021). Emergency remote teaching and students’ academic performance in higher education during the COVID-19 pandemic: A case study. Computers in Human Behavior, 119, 106713. https://doi.org/10.1016/j.chb.2021.106713
  • INE. (2020). Estatísticas das tecnologias de informação e comunicação, 2019–Inquérito multi-objectivo contínuo 2019 [Information and communication technologies statistics, 2019–Continuous multi-objective survey 2019]. Instituto Nacional de Estatístics Cabo Verde [National Institute of Statistics Cape Verde]. https://ine.cv/wp-content/uploads/2020/07/tics-final-imc-2019-estatisticas.pdf
  • Katz, V. J. (2008). A history of mathematics. Pearson.
  • Leung, A. (2010). Empowering learning with rich mathematical experience: Reflections on a primary lesson on area and perimeter. International Journal for Mathematics Teaching and Learning, 45(23), 10-29.
  • Lima, M. M. A. (2019). Análise e avaliação de softwares de ambientes virtuais de aprendizagem [Analysis and evaluation of software for virtual learning environments] [Master’s thesis, Universidade Federal do Tocantins].
  • Ministério da Educação [Ministry of Education]. (2018). Aprendizagens essenciais–Matemática 9.o ano [Essential learning–Mathematics 9th grade]. Ministério da Educação [Ministry of Education]. https://www.dge.mec.pt/sites/default/files/Curriculo/Aprendizagens_Essenciais/3_ciclo/matematica_3c_9a_ff_18julho_rev.pdf
  • Moynihan, F., Bejarano, L., & Meyer, D. (2021). The Desmos guide to building great (digital) math activities v2.0. https://blog.desmos.com/articles/desmos-guide-to-building-great-digital-math-2021/
  • Neves, M. A. F., & Silva, A. P. (2020). Matemática 9.o ano (1a) [Mathematics 9th grade (1a)]. Porto Editora.
  • Osório, A. J. (2020). Reflexões sobre tecnologia e educação em tempo de pandemia [Reflections on technology and education in times of a pandemic]. In M. Martins, & E: Rodrigues (Eds.), A Universidade do Minho em tempos de pandemia: Tomo II: (Re)Ações [The University of Minho in times of pandemic: Volume II: (Re)Actions] (pp. 212-224), UMinho Editora. https://doi.org/10.21814/uminho.ed.24.9
  • Prensky, M. (2001). Digital natives, digital immigrants part 1. On the Horizon, 9(5), 1-6. https://doi.org/10.1108/10748120110424816
  • Selltiz, C., Jahoda, M., Deutsch, M., & Cook, S. W. (1967). Research methods in social relations. Holt, Rinehart and Winston.
  • Shim, T. E., & Lee, S. Y. (2020). College students’ experience of emergency remote teaching due to COVID-19. Children and Youth Services Review, 119, 105578. https://doi.org/10.1016/j.childyouth.2020.105578