Optimization of functions with derivatives in an inverted classroom: study through multiple teaching strategies
DOI:
https://doi.org/10.5212/PraxEduc.v.18.21394.019Abstract
Due to the high percentage of engineering students who fail in mathematics, especially in the first semesters of professional training, a set of didactic strategies for the optimization of functions with derivatives in an inverted classroom was experimented; team work, individual work, work only with videos and work with videos, handouts and presentations were tested. Through the quasi-experimental design with control and experimental groups, it was established the effectiveness of the inverted classroom in the learning of university students and that there are no significant differences in the averages of the exit test when working with different didactic strategies.
Keywords: Inverted classroom. Function optimization. Mathematics teaching.
Downloads
Downloads
Published
Issue
Section
License
Copyright (c) 2023 Práxis Educativa

This work is licensed under a Creative Commons Attribution 4.0 International License.
Authors who publish in this journal agree with the following terms:
a) Authors keep the copyrights and concede the right of its first publication to the magazine. The work piece must be simultaneously licensed on the Creative Commons Attribution License which allows the paper sharing, and preserves both the author identity and the right of first publication to this magazine.
b) Authors are authorized to assume additional contracts separately, to not-exclusively distribution of the paper version published in this magazine (e.g.: publish in institutional repository or as a book chapter), with the author identity recognition and its first publication in this magazine.
c) Authors are permitted and stimulated to publish and distribute their papers online (e.g.: in institutional repository or on their personal webpage), considering it can generate productive alterations, as well as increase the impact and the quotations of the published paper.
d) This journal provides public access to all its content, as this allows a greater visibility and reach of published articles and reviews. For more information on this approach, visit the Public Knowledge Project, a project that developed this system to improve the academic and public quality of the research, distributing OJS as well as other software to support the publication system of public access to academic sources.
e) The names and e-mail addresses on this site will be used exclusively for the purposes of the journal and are not available for other purposes.

This work is licensed under a Creative Commons Attribution 4.0 International License.