Banca de DEFESA: MARIA DOLORES COSTA LHAMAS CARDOSO

Uma banca de DEFESA de MESTRADO foi cadastrada pelo programa.
STUDENT : MARIA DOLORES COSTA LHAMAS CARDOSO
DATE: 30/03/2023
TIME: 09:00
LOCAL: Google Meet
TITLE:

AN ACCESSIBLE BOOK/GAME BASED ON THE UNIVERSAL PEDAGOGICAL DESIGN FOR THE TEACHING OF MATHEMATICS

KEY WORDS:

Inclusive Mathematics Education; Universal Pedagogical Design; RPG; Collaborative Research.

PAGES: 257
BIG AREA: Ciências Exatas e da Terra
AREA: Matemática
SUMMARY:

This research aims to analyze the pedagogical possibilities of an accessible gamebook based on the Universal Pedagogical Design for teaching and learning Mathematics in an inclusive perspective, in the final years of elementary school. For this purpose, we adopted a qualitative approach in a collaborative perspective nuanced with some characteristics of the research on the practice itself. The theoretical references has three main axes: the use of Role Playing Game (RPG) in Mathematics classes, with Fernandes (2017) and Mauricio (2012), the Problem Solving enunciated by Onuchic (2013) and Van de Walle (2009) and the Universal Pedagogical Design (DUP) in the context of school inclusion developed by Kranz (2015), passing through works by other authors related to Historical Cultural Theory, Easy Writing/Reading, Mathematics Education and Inclusive Education. As we are part of a professional Master's degree, it is necessary to develop an educational product, and for this we have created a game book, which aims to highlight the potential of reading and imagination in the RPG game, in facing mathematical challenges, related to the 1st degree equation, based on problem solving and structured from the DUP, using the principle of easy writing/reading. The development of the research takes place in a state school, in Natal/RN, with a group from the 7th year of Elementary School. As a collection instrument we will include structured questionnaires, participant observation and personal productions of students, as well as impressions and observations of the collaborative group consisting of students and former students of the Pedagogical Residency Project in Mathematics at the Federal University of Rio Grande do Norte. The analysis of this material will be based on Bardin's Content Analysis (2016).

COMMITTEE MEMBERS:
Presidente - 1839460 - MERCIA DE OLIVEIRA PONTES
Interno - 2195626 - MILTON THIAGO SCHIVANI ALVES
Externa ao Programa - 3316092 - CLAUDIA ROSANA KRANZ - UFRNExterna à Instituição - ANA CLÁUDIA GOUVEIA DE SOUSA - IFCE