TCC Matemática

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https://repositorio.ifal.edu.br/handle/123456789/50

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Navegando TCC Matemática por Orientador "Santos, Vívia Dayana Gomes dos"

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    Prancha para gráficos: uma ferramenta didática para o ensino de função Afim
    (Instituto Federal de Educação Ciência e Tecnologia de Alagoas, 2023-10-31) Santa Bárbara, Mirian Andreza Rosa de; Santos, Vívia Dayana Gomes dos; http://lattes.cnpq.br/2740547167333947; Nascimento, Arlyson Alves do; http://lattes.cnpq.br/9395417554768580; Santos, José Roberto Nunes dos; http://lattes.cnpq.br/2776939893721016
    Manipulative materials allow students to understand mathematical concepts in a more visible way, building knowledge in an active and collaborative way, developing socio- emotional skills, creativity and autonomy. And as a general objective of the study, we sought to present an analysis of the use of manipulable teaching material to teach Related Function, aiming to provide students with more meaningful and dynamic learning. And as a guiding question for the study, we ask: How to improve the teaching and learning of Affine Function in the mathematics discipline using Graphics Boards as manipulable teaching material? The teaching material used in our research was the Graphic Board, a material designed and developed during the Mathematics Teaching Laboratory V subject, offered in the Mathematics Degree course at IFAL Maceió. The study presents a bibliographical and field review on the possibilities and diversity of manipulable materials for Mathematics Teaching, along with a proposal on how to use the board for graphics in the classroom. The proposal was applied to a 1st year class of Integrated Technical High School, at the Federal Institute of Alagoas (IFAL), Maceió campus, in order to analyze the benefits that activities with manipulable materials offer. Using this manipulative material to teach Affine Function brings numerous advantages for students, in addition to providing more interesting and engaging learning. In view of this, it was found that with the use of this manipulable resource, the teaching and learning process of the Related Function became much more dynamic and participatory, allowing students to understand the content in a pleasurable way and with greater ease.
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    Relações métricas no triângulo retângulo: abordagem histórica e uma proposta de ensino utilizando-se material didático manipulável
    (Instituto Federal de Educação Ciência e Tecnologia de Alagoas, 2023-10-10) Silva, Josivan Amorim da; Santos, Carlos Alberto Silva dos; http://lattes.cnpq.br/0652008937509693; Santos, Vívia Dayana Gomes dos; http://lattes.cnpq.br/2740547167333947; Santos, Carlos Alberto Silva dos; http://lattes.cnpq.br/0652008937509693; Silva, Rosivaldo Pereira da; http://lattes.cnpq.br/8652133702306422
    The purpose of this study is to present a brief historical approach to the Pythagorean Theorem and its metric relations, who derive from it, and to present a didactic proposal using manipulative didactic material. Understanding of concepts related to metric relations, through the interaction of geometric construction with algebraic development. Difficulties related to solving mathematical problems in basic education are known. It is believed that the lack of understanding of basic concepts is defining when it comes to learning. In this line of reasoning, the interaction between algebraic development and geometric construction will be used, seeking to understand specific theorems related to metric relations of the right triangle and their applications in everyday life. In our discussion, we will emphasize the metric relationships and the existing relationship between the square of the leg and the product of the hypotenuse by the projection of that leg, always seeking to highlight the concept of area, due to its importance in solving practical everyday problems. We aim for this approach to facilitate, both students and teachers, the understanding of the geometric concepts that determine these relationships and not rely only on ready-made “formulas”. It is hoped that our discussion can provoke reflections in relation to the teaching practice of future mathematics teachers. And that will also contribute to the differentiated training of undergraduate students in Mathematics, collaborating with a closer relationship with the academic reality of the students.