The Teaching-Learning-Evaluation of Geometric progression through problem-solving in the Math under graduation

This article is sample of a dissertation that sought to investigate contributions, as a case study, in Teaching and Learning of geometric progression provided by the Teaching-Learning-Evaluation of Mathematics through Problem Solving in higher education. It had as its research subjects Mathematics u...

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Main Authors: Matheus Metz Correa, Fabiane Fabiane Cristina Höpner Noguti
Format: Article
Language:English
Published: Universidade Estadual de Montes Claros 2020-07-01
Series:Educação Matemática Debate
Subjects:
Online Access:https://doi.org/10.46551/emd.e202031
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author Matheus Metz Correa
Fabiane Fabiane Cristina Höpner Noguti
author_facet Matheus Metz Correa
Fabiane Fabiane Cristina Höpner Noguti
author_sort Matheus Metz Correa
collection DOAJ
description This article is sample of a dissertation that sought to investigate contributions, as a case study, in Teaching and Learning of geometric progression provided by the Teaching-Learning-Evaluation of Mathematics through Problem Solving in higher education. It had as its research subjects Mathematics undergraduate students from Universidade Federal de Santa Maria enrolled in the Problem solving class. Data collection was undertaken within seven meetings, during a month, in which each student sought to address a particular concept of Geometric progression. As data collection tools were used: questionnaires, field journals, audio recordings and the resolution sheets of the students’ records. In general, this methodology allowed for an efficient learning by the Math undergraduates, in which they have noticed that not always it is needed to memorize formulas and theorems during the construction of mathematical concepts and contents.
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spelling doaj.art-9db020eb96a44d389d966bbbfd13cb722023-08-02T03:28:27ZengUniversidade Estadual de Montes ClarosEducação Matemática Debate2526-61362020-07-01412610.46551/emd.e202031The Teaching-Learning-Evaluation of Geometric progression through problem-solving in the Math under graduationMatheus Metz Correa0https://orcid.org/0000-0001-7147-6207Fabiane Fabiane Cristina Höpner Noguti1https://orcid.org/0000-0001-6191-7232Universidade Federal de Santa MariaUniversidade Federal de Santa MariaThis article is sample of a dissertation that sought to investigate contributions, as a case study, in Teaching and Learning of geometric progression provided by the Teaching-Learning-Evaluation of Mathematics through Problem Solving in higher education. It had as its research subjects Mathematics undergraduate students from Universidade Federal de Santa Maria enrolled in the Problem solving class. Data collection was undertaken within seven meetings, during a month, in which each student sought to address a particular concept of Geometric progression. As data collection tools were used: questionnaires, field journals, audio recordings and the resolution sheets of the students’ records. In general, this methodology allowed for an efficient learning by the Math undergraduates, in which they have noticed that not always it is needed to memorize formulas and theorems during the construction of mathematical concepts and contents.https://doi.org/10.46551/emd.e202031discrete mathematicshigher educationmathematics teaching
spellingShingle Matheus Metz Correa
Fabiane Fabiane Cristina Höpner Noguti
The Teaching-Learning-Evaluation of Geometric progression through problem-solving in the Math under graduation
Educação Matemática Debate
discrete mathematics
higher education
mathematics teaching
title The Teaching-Learning-Evaluation of Geometric progression through problem-solving in the Math under graduation
title_full The Teaching-Learning-Evaluation of Geometric progression through problem-solving in the Math under graduation
title_fullStr The Teaching-Learning-Evaluation of Geometric progression through problem-solving in the Math under graduation
title_full_unstemmed The Teaching-Learning-Evaluation of Geometric progression through problem-solving in the Math under graduation
title_short The Teaching-Learning-Evaluation of Geometric progression through problem-solving in the Math under graduation
title_sort teaching learning evaluation of geometric progression through problem solving in the math under graduation
topic discrete mathematics
higher education
mathematics teaching
url https://doi.org/10.46551/emd.e202031
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