TEACHING PROCESS OF A RIGHT PRISM IN GRADE 7 TO DEVELOP MATHEMATICAL COMMUNICATION COMPETENCE FOR STUDENTS

Authors

  • Vuong Vinh Phat Faculty of Education, An Giang University, Vietnam National University, Ho Chi Minh City, Ho Chi Minh city, Vietnam

DOI:

https://doi.org/10.18173/2354-1075.2024-0138

Keywords:

right prism, competence, mathematical communication competence, students

Abstract

In the 2018 Mathematics General Curriculum, the content of mathematics is integrated into three branches of knowledge: numbers, algebra, and elements of analysis; geometry and measurement; and statistics and probability. In grade 7, geometry and measurement focus on shapes in practical contexts. Moreover, mathematical communication competence is one of the core competencies outlined in the 2018 Mathematics General Curriculum. This article introduces a method for developing students' mathematical communication competence through lessons on triangular and quadrilateral right prisms in grade 7. The study involves designing a math teaching process comprising four phases: Phase 1: Students work individually to answer Worksheet 1; Phase 2: Students work in pairs to answer Worksheet 2 (identical in content to Worksheet 1); Phase 3: Students work in groups of four to answer Worksheet 3 (identical in content to Worksheets 1 and 2); Phase 4: Students apply the knowledge from the previous phases to create a vertical prism with a known base and height by individually answering Worksheet 4 (similar in content to Worksheet 1). Data, including recordings and answer sheets, were collected from 11 grade 7 students. The data was analyzed quantitatively and qualitatively to assess the development of students' communication skills. The research findings demonstrate that this method is an effective teaching process. It not only helps students solve problems but also enhances their communication competence. Students learn to observe and draw a plane shape of a prism on A4 paper, cut out the shape, and fold it to create a vertical prism.

Downloads

References

[1] Hoa AT, (2014). Using case studies to develop mathematical communication skills for secondary students. Ho Chi Minh city, Ph.D Thesis, Ho Chi Minh City University of Pedagogy.

[2] Vu TB, (2016). Developing mathematical representation and mathematical communication skills for students in grade 6 and grade 7 in teaching mathematics. Ph.D thesis, VNIES.

[3] Bui PU, Duong HT& Nguyen TBT, (2021). Developing mathematical communication skills for students in grade 8 in teaching congruent triangle topics. European Journal of Educational Research, 10(3), 1287-1302. https://doi.org/10.12973/eu-jer.10.3.1287.

[4] Nguyen AQ, (2022). Teaching mathematics through scientific debate to develop mathematical communication competence for high school students. Journal of Educational Science, 22(16), 6-11.

[5] Ping MC, (2001). Supporting the discourse: first graders communicate mathematics. Doctor of Philosophy of University Toronto. Dissertation Doctor of Philosophy of University Cincinnati.

[6] Chisu CK, (2016). The Role of Oral Communication in Accessing Mathematical Understanding: Case Studies of Primary School Teachers’ Perceptions of Teaching Mathematics and Teaching Literacy. Canada, Ph.D Thesis, The University of Toronto in Canada.

[7] Kilpatrick J, Hoyles C, Skovsmose O, & Valero P, (2005). Meaning in mathematics education, Springer.

[8] Haji S & Ilham A, (2016). Developing students’s mathematical communication through realistic mathematics learning. Proceeding of International Conference on Mathematics, Statistics, Computer, and Mathematics Education (ICMSCSME) 2015, Hasanuddin University Makassar, Indonesia, 236-244.

[9] Cherry C, (1978). On human communication (Third ed.). Cambridge, MA: MIT Press.

[10] Wehmeier S, McIntosh C, Turnbull J & Ashby M, (1997). Oxford Advanced Learner’s Dictionary, 7th edition, Oxford University Press.

[11] Nguyen XT & et al, (2017). General psychology textbook. Hanoi National University of Education Publishing House, Hanoi.

[12] National Council of Teachers of Mathematics, (2000). Principles and standards for school mathematics. Reston, VA: Author.

[13] National Council of Teachers of Mathematics, (2003). Program for Initial Preparation of Mathematics Teachers [Online]. https://www.nctm.org/uploadedFiles/Standards_ and_Positions/CAEP_Standards/NCTMELEMStandards(1).pdf.

[14] Emori H, (2008). We shall overcome dysfunctional beliefs for introducing communication study. Proceedings of APEC - Khon Kaen International Symposium: "Innovative teaching mathematics through lesson study III - focusing on mathematical communication", on 25-29 August 2008, at Khon Kaen University, 70-91.

[15] Do DT & et al, (2020). Teaching and developing high school Mathematics competencies. Hanoi National University of Education Publishing House, Hanoi.

[16] Arsac G, Chapiron G, Colonna A, Germain G, Guichard Y & Mante M, (1992). Introduction to deductive reasoning in middle school: A series of situations allowing the appropriation of the rules of mathematical debate, Presses Universitaires Lyon (in French).

[17] Hitt F & González-Martín AS, (2015). Covariables in a modeling process. The ACODESA (collaborative learning, scientific debate, and self-reflection) method. Educational Studies in Mathematics, (88), 201-219.

[18] Vuong VP, (2021). Developing students' mathematical communication competence through scientific debate in teaching calculus in high school. Ho Chi Minh city: Ph.D Thesis, Ho Chi Minh City University of Pedagogy.

[19] Tran ND & et al., (2022). Mathematics 7 episode 1. Vietnam Education Publishing House.

[20] Ministry of Education and Training, (2018). The Mathematics General Curriculum. Issued together with Circular. No. 32/2018/TT-BGDDT dated December 26, 2018, of the Minister of Education and Training.

Downloads

Published

2024-12-27

Issue

Section

Educational Sciences: Natural Science

How to Cite

Vinh Phat, V. (2024) “TEACHING PROCESS OF A RIGHT PRISM IN GRADE 7 TO DEVELOP MATHEMATICAL COMMUNICATION COMPETENCE FOR STUDENTS”, Journal of Science Educational Science, 69(5B), pp. 99–108. doi:10.18173/2354-1075.2024-0138.

Similar Articles

1-10 of 140

You may also start an advanced similarity search for this article.