scholarly journals Teaching and Learning Mathematics for Understanding, Enjoyment and Everyday Life Experiences

2021 ◽  
Author(s):  
William Deng Tap

This chapter expresses the views of a teacher-researcher who advocates and argues for the use of humor in the classroom setting, especially in the mathematics classroom. While existing research based literature has shown the use of humor to be promising and encouraging effecting teaching and learning tool, very little instructional humor or classroom humor–an appropriate type of humor often related to the content materials being discussed–has been used in the classroom setting–especially in the mathematics classrooms. The chapter explores, surveys and highlights ways in which the existing-related literature about the effective and appropriate use of humor in the classroom setting can be implemented in practice, especially in the teaching and learning of mathematics, in this challenging era of the increasingly rapid technological advancements referred to as 21th century technological revolution or the re-engineering of industrial education 5.0 relative to STEM subjects study areas. The use of humor as teaching and learning tool in the classroom setting has been shown to have so many associated benefits ranging from but not limited to a conducive-relaxed learning environment, enhanced students’ learning experience, motivating and inspiring the students to learn more and even the improvement of student-teacher classroom rapport, just to mention a few. Hence, the literature recommends that classroom teachers should make more use of humor as an effective teaching and learning tool, especially the contextualized-appropriate humor types that are related to the content materials being discussed.

Pythagoras ◽  
2012 ◽  
Vol 33 (2) ◽  
Author(s):  
Wajeeh Daher

This article studies student teachers’ perceptions of the pedagogic and didactic aspects of teaching and learning mathematics in a democratic classroom. It is concerned primarily with issues of democracy in the mathematics classroom, specifically freedom, equality and dialogue. The research was conducted in two mathematics teacher education classes, where students were in their third year of study to major in mathematics. To find these students’ perceptions of democracy in the mathematics classroom the first two stages of the constant comparison method were followed to arrive at categories of democratic and undemocratic acts. The participants in the research emphasised that instructors should refrain from giving some students more time or opportunities to express themselves or act in the mathematics classroom than other students, because this would make them feel unequal and possibly make them unwilling to participate further in the mathematics classroom. The participants also emphasised that instructors should not exert their power to stop the flow of students’ actions in the mathematics classroom, because this would trouble them and make them lose control of their actions. Further, the participants mentioned that instructors would do better to connect to students’ ways of doing mathematics, especially of defining mathematical terms, so that students appreciate the correct ways of doing mathematics and defining its terms.


2020 ◽  
Vol 4 (2) ◽  
pp. 52-58
Author(s):  
Dhitta Puti Sarasvati Ramli

This research aims to qualitatively portrait the changes of beliefs that the prospective teachers have since they were at the middle of their second year until the end of their third year in university. The data from this research is taken from the reflection the prospective teachers made in February 2017 and an interview done on the same prospective students in May 2019. The research shows that prospective teachers’ belief of an ideal classroom changes over time and their reason is categorized by several reasons such as the courses they take, their experiences when practice teaching students in schools, and also by the exposure they have related to the resources related to teaching and learning mathematics.


Author(s):  
Robin J. Ittigson ◽  
John G. Zewe

According to the National Council of Teachers of Mathematics, technology is essential in teaching and learning mathematics. It influences how mathematics should be taught and enhances what students learn. Calculators and computers present visual images of mathematical ideas for students. They help students organize information, support investigations, and develop decision-making, reflection, reasoning, and problem-solving skills.


Author(s):  
Ng Eng Hui

The objective of this chapter is to propose and share innovative ideas for digital board usage in teaching mathematics and strategies for creating an engaging module site for mathematics. Various applications are integrated within the module site to substitute typical document file sharing. The use of these applications enhanced the learning experience by creating mediums of constant interaction, collaboration, and participation. E-learning module uses technology as an instrument to set up a community that is connected via a network that not only provided knowledge support but also created an affinity space for a deeper learning experience. This chapter provides techniques to mathematics lecturers for their future classroom set up and module site development for a more effective information delivery.


Author(s):  
Sivapoorani Krishnasamy ◽  
Lew Sook Ling ◽  
Tan Choo Kim

In this 21st century, the rapid development and growth of technology has en-hanced teaching and learning experiences effectively in the delivery of learning contents. However, there are still lacking of integration of information technology (IT) in teaching although IT is pervasive. This study was conducted to determine the relationship between Information Technology (IT) capabilities, learning expe-riences and performance of teaching and learning Mathematics. Multimedia Prob-ability and Statistics System (MMPASS) was developed and used as the IT ca-pability framework to determine the effects on students’ learning experiences to-wards performance of Mathematics. The sample size of this study were 66 stu-dents of foundation programme who are taking Probability and Statistics subject. The subject was delivered to two different groups of students; “with” and “with-out” the MMPASS. Findings showed that students’ learning experiences and performances of their academic achievement have been improved by using MMPASS. Hence, MMPASS is one of the effective IT capability in improving performance of teaching and learning Mathematics.


2018 ◽  
Vol 150 ◽  
pp. 05049
Author(s):  
Mislina Atan ◽  
Faaizah Shahbodin

Mobile learning has been expanding due to the significance growth and demand for wireless and mobile computing technologies in recent years. It offers a new paradigme shift in learning dimension that conventional classrooms may fail to offer in the teaching and learning approach. This study explores the integration of mobile learning in mathematics at the higher learning institution as research on the use of mobile learning for the teaching and learning of Mathematics appears to be limited. The study focused to examine student’s perceptions and experience of mobile learning in Mathematics classroom and also to examine the significant of mobile learning on attitude towards Mathematics. The study involved a total of 70 students at one of the technical university in Malaysia. The students reported their perceptions and the pre and post experiences through a survey questionnaire. The findings reported that the increase level of students’ learning excitement, engaging and positively able to be an independent learner after they experienced mobile learning in formal classroom setting. Hence, mobile learning does significantly increase students’ attitude toward significance of Mathematics and reduce Mathematics anxiety.


Author(s):  
Jenni Ingram

Classroom interaction has a significant influence on teaching and learning mathematics. It is through interaction that we solve problems, build ideas, make connections, and develop our understanding. This book aims to describe, exemplify, and consider the implications of patterns and structures of mathematics classroom interaction. Drawing on a Conversation Analytic approach, the book examines how the structures of interactions between teachers and students influence, enable, and constrain the mathematics that students are experiencing and learning in school. In particular, the book considers the handling of difficulties or errors and the consequences on both the mathematics students are learning, and the learning of this mathematics. The various roles of silence and the treatment of knowledge and understanding within everyday classroom interactions also reveal the nature of mathematics as it is taught in different classrooms. The book also draws on examples of students explaining, reasoning, and justifying as they interact to examine how the structures of classroom interaction support students to develop these discursive practices. Understanding how these patterns and structures affect students’ experiences in the classroom enables us to use and develop practices that can support students’ learning. This reflexive relationship between these structures of interactions and student actions and learning is central to the issues explored in this book, alongside the implications these may have for teachers’ practice, and students’ learning.


Author(s):  
Yeping Li ◽  
Alan H. Schoenfeld

AbstractMathematics is fundamental for many professions, especially science, technology, and engineering. Yet, mathematics is often perceived as difficult and many students leave disciplines in science, technology, engineering, and mathematics (STEM) as a result, closing doors to scientific, engineering, and technological careers. In this editorial, we argue that how mathematics is traditionally viewed as “given” or “fixed” for students’ expected acquisition alienates many students and needs to be problematized. We propose an alternative approach to changes in mathematics education and show how the alternative also applies to STEM education.


1987 ◽  
Vol 71 (458) ◽  
pp. 314
Author(s):  
Paul Ernest ◽  
Peter G. Dean

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