• Title/Summary/Keyword: mathematics instruction

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Understanding Mathematics Textbook Based on the Seventh School Curriculum (제 7차 교육과정에 따른 수학 교과서의 이해: 초등학교를 중심으로)

  • 신항균;황혜정
    • Education of Primary School Mathematics
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    • v.4 no.1
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    • pp.31-41
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    • 2000
  • There has been much concern and worry about executing school curriculum from the year 2000 because the seventh curriculum is based on the complicated' differentiated education' concept. Now the new textbook has been developed according to the curriculum. This paper will reinforce the understanding of the curriculum and textbook in school math. In order to do this, this paper will present questions on three subjects to help school teachers and people related to math education to probe and discuss the benefits and problems of teaching math using the new textbook. The three subjects are based on the contents included in certain chapters of the math textbook. These are 1) understanding mathematics concepts using manipulatives or concrete objects, 2) doing math projects or problem solving activities 3) learning mathematics using calculators. furthermore, it is emphasized in this paper that math teachers must keep in mind that they should execute instruction in their own way using the 'textbook' not as a bible but as a guideline.

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Meaning and Realization of the Socratic Method - Application to Teaching-Learning of Complex Natural Exponential Function - (소크라테스 방법의 의의와 실천 - 복소지수함수의 교수.학습에의 적용 -)

  • Kim, Seong-A;Jeong, Moon-Ja
    • The Mathematical Education
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    • v.49 no.4
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    • pp.423-436
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    • 2010
  • In this paper we discuss the Socratic method from the aspects of subject education and examine the meaning of the method in mathematics education that is the most suitable subject for the realization of the Socratic method. In addition, as a realization of the Socratic method, we conducted a teaching-learning experiment of complex natural exponential function with a 2nd year college student. The results of the experiment are analyzed with the intention of improving instruction of the complex analysis that is one of the college mathematics courses.

Reflection on the Educator Mindset for Teaching Mathematics to Diverse Students in the Constructivist Elementary Classroom

  • Kim, Jinho;Lim, Woong
    • Research in Mathematical Education
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    • v.21 no.1
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    • pp.35-46
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    • 2018
  • In this perspective paper, we present seven elements of the appropriate educator mindset for teaching in the constructivist elementary mathematics classroom. The elements include supporting students as they construct their own understanding, eliminating deficit view of slow learners, setting new understanding and growth as the learning objective, providing opportunities to co-construct meaning with peers, using student contributions as the source of curricular material, encouraging all students to participate in learning, and providing instruction not bounded by time. In our struggles to provide authentic, inclusive elementary classrooms, we hope that our discussion of the educator mindset can increase discourse on constructivism from philosophy to practice in the community of mathematics education and policy makers.

Understanding of the Reflection and Contextualization in the Didactic Transposition (교수학적 변환에서의 배경화와 반성에 관한 이해)

  • Hwang, Hye Jeang
    • East Asian mathematical journal
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    • v.35 no.2
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    • pp.259-275
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    • 2019
  • The researches on the didactic transposition in mathematics education have been conducted almost for 35 years in Korea. Those studies have been quite usually interested in the extreme phenomena such as Topaze Effect, Meta-Cognitive Shift, etc. However, the understanding on the meaning and roles of contextualization and decontextualization in the theory of didactic transposition is needed theoretically in mathematics education and also practically in school mathematics. In particular, for the purpose of managing the efficient instruction on the class, the proper and plentiful role and application of the contextualization is very important in the aspect of the teacher as well as the learner respectively. By this reason, this study investigates the meaning and role of reflection based on the concept of contextualization.

Study on Pardies' 《ELEMENS DE GEOMETRIE》 (Pardies의 《기하 원론》 탐구)

  • Chang, Hyewon
    • Journal for History of Mathematics
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    • v.31 no.6
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    • pp.291-313
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    • 2018
  • This study aims to analyze Pardies' ${\ll}$Elements of geometry${\gg}$. This book is very interesting from the perspectives of mathematical history as well as of mathematical education. Because it was used for teaching Kangxi emperor geometry in the Qing Dynasty in China instead of Euclid's which was considered as too difficult to study geometry. It is expected that this book suggests historical and educational implications because it appeared in the context of instruction of geometry in the seventeenth century of mathematical history. This study includes the analyses on the contents of Pardies' ${\ll}$Elements of geometry${\gg}$, the author's advice for geometry learning, several geometrical features, and some features from the view of elementary school mathematics, of which the latter two contain the comparisons with other authors' as well as school mathematics. Moreover, some didactical implications were induced based on the results of the study.

An Updated Evidence-based Practice Review on Teaching Mathematics to Students with Intellectual Disabilities

  • Alhwaiti, Mohammed M.
    • International Journal of Computer Science & Network Security
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    • v.22 no.5
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    • pp.255-265
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    • 2022
  • Educational programs for students with intellectual disabilities have undergone drastic changes in pursuit of the general curriculum. Accordingly, teachers in various fields, including mathematics, strive to find effective methods that enhance learning. The objective of this systematic review is to examine the field of teaching mathematics to students with intellectual disabilities to investigate relevant effective teaching strategies and required teaching skills. To achieve this goal, studies published during the period 2018-2021 were reviewed. Findings indicate the inclusion of nine studies that met the inclusion criteria out of 55 studies. The included studies found that the system of least prompts (SLP) in conjunction with feedback and error correction, and schema-based instruction are generally the most effective strategies in teaching mathematical skills to students with intellectual disabilities. Addition is the most targeted skill, followed by subtraction and algebra problem solving. The least targeted skills are multiplication, recognition of geometric shapes, calculating price after discount, rapid recognition of numbers, and rapid problem solving. The paper provides recommendations and suggests venues of future research.

Changing the Culture of Elementary Mathematics Classroom : Sociomathematical Norms and Mathematical Practices (초등수학교실문화의 개선 : 사회수학적 규범과 수학적 관행)

  • 방정숙
    • Journal of Educational Research in Mathematics
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    • v.14 no.3
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    • pp.283-304
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    • 2004
  • This study is to make strides toward an enriched understanding of changing a prevailing teacher-centered mathematics classroom culture to a student-centered culture by analyzing six reform-oriented classrooms of three elementary school teachers throughout a year This study provided a detailed description of important classroom episodes to explore how the participants in each class established a reform-oriented mathematics microculture. Despite the exemplary form of student-centered instruction, the content and qualities of the teaching practices are somewhat different in the extent to which students' ideas become the center of mathematical discourse and activity. Given the similarities in terms of general social norms and the differences in terms of socio-mathematical norms and mathematical practice, this study addresses some crucial issues on understanding the culture of elementary mathematics classroom in transition.

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A Study of Instruction of Internet(IoI)-based Collaborative Learning Method in Elementary School Sixth Grade Mathematics Class (초등학교 6학년 수학수업에서의 수업인터넷 기반 협력학습 수업방법 탐색)

  • Choi, Byoung-Hoon;Yoon, Heon-Chul
    • Journal of Science Education
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    • v.41 no.2
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    • pp.248-266
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    • 2017
  • The purpose of this study is to present various examples of collaborative learning based on the Instruction of Internet in the 6th grade elementary school mathematics class. So we introduce the design method of classroom environment for classroom Internet and give example of various teaching methods. This study was conducted for nine months from March to November, 2016, one sixth grade of elementary school in D area. During this period, we conducted Instruction of Internet-based collaborative learning to classify typical teaching cases. We classified into 5 type collaborative learning. First, collaborative learning in the classroom. Second, remote collaborative learning between classroom and classroom. Third, Live participation classes. Forth, project collaborative learning. Fifth, using virtual reality in collaborative learning. In addition, we could identify that there is a difference compared to the conventional learning. It became possible to conduct collaborative learning with other students simultaneously or have opening class with both parents and teachers by using Youtube. These examples can be presented as a case to depart from traditional mathematics class in one classroom. In this regard, we will be able to provide several implications about teaching methods utilizing smart device and Internet in future classroom.

A study on patterns shown in the process of solving a linear equation - Centering around the first grade of middle school - (일차방정식의 풀이 과정에 나타난 유형에 관한 연구 - 중학교 1학년을 중심으로 -)

  • Seo, Jong-Jin
    • Journal of the Korean School Mathematics Society
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    • v.12 no.2
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    • pp.281-308
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    • 2009
  • In the process of solving a linear equation, some questions had equal sign('=') relation properly, while other questions did not have equal sign('=') relation properly. Since whether students could express equal sign('=') relation properly or not is determined by questions, the direction for teaching should be instituted, and instruction and teaching should be conducted by comparing and analyzing after conducing tests on may items. Most of students who got the answer for items without the method of solving a linear equation solved the items using binomial. For questions asking to solve using the characteristic of equality, most of students solved the questions using binomial instead of using the characteristic of equality. Therefore, instruction and learning to solve equations using both the characteristic of equality and binomial have to be achieved.

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Reflective action research on setting up and implementing mathematics tasks demanded students' high-level cognition (인지적 수준이 높은 수학 과제 설정과 실행에 관한 교사의 반성적 연구 -초등학교 2학년 길이재기를 중심으로-)

  • Park, Young-Eun;Kim, Nam-Gyun
    • Education of Primary School Mathematics
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    • v.10 no.2
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    • pp.77-110
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    • 2007
  • This study attempted to investigate how to students show high-level mathematical thinking in math classes. This paper describes how to setup the task for lead to a high - level of thinking out students and what efforts are required while a teacher tried to maintaining students's high-level cognition during the tasks implemented. The researcher as teacher analyzed the tasks of length measurement unit in 2-Ga elementary math textbooks, modified and created math tasks demanded students' high-level cognition, made instruction plans, and implemented those tasks maintaining the levels of cognitive demand of tasks. After that, the researcher reflected and analyzed the levels of cognitive demand of tasks of instruction and factors that cause to change intended high-level cognitive demand. After reflection, second roof of action research was conducted to 2-Na length measurement unit. This paper includes those results and reflections of practitioner.

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