STUDENTS’ PARTICIPATION IN SMALL GROUP IN PROBLEM SOLVING CLASSROOM
Keywords:
Studen paticipation, Small group, Problem solving classroomAbstract
The purpose of this study was to examine student participation in small group problem solving in the classroom. The sample consisted of eight P-5 students from Ban Bueng Niam Bueng Krai Nun Tha Hin School during the first semester of the academic year 2021. The following research instruments were used to collect data: 1) five lesson plans for Unit 6; dividing decimals 2) Fieldnotes 3) Worksheets for activities 4) The Messenger app; 5) The camera. According to Kagan's subgroup framework (1994) and Webb et alStudent .'s Participation Framework, the analysis data was presented by analysis description to demonstrate the concept of student participation in small groups (2014).
According to the findings of this study, in a problem-solving classroom, students are given the opportunity to work in small groups and engage in discussions with their peers about how to solve the decimal division problem. which is self-study math. Most students work in high-level small groups, which have the common goal of learning decimal division. This is due to the fact that students are given the opportunity to work on problem solving on their own. Students set goals for solving the decimal division problem when given the opportunity to think and solve problems on their own. which the student's decimal division goal is set in line with the friend's goal, thus causing the characteristics of small groups. Furthermore, students have their own ideas, which they bring to the table to discuss and exchange. Students pay attention to their peers' ideas. And students add to or create better ideas about dividing decimals while solving problems from their peers until they achieve common goals. As a result, participation in high-level small group problem solving
References
Abdullah MY, Bakar NR & Mahbob MH. (2012). The Dynamics of Student Participation in Classroom: Observation on Level and Forms of Participation. Procedia - Social and Behavioral Sciences, 59, 61–70.
Chiangkul, W. (2020). Will I Choose The Educational Revolution or Will I Choose Destruction?. Samut Sakhon: Plan Printing Co., Ltd. 11-35. [in Thai]
Cooper, M. (1999). The School to Find out How to Best Practices of Teachers. New York :McGraw-Hill.
Inprasithaha, M. (2011). One Feature of Adaptive Lesson Study in Thailand: Designing a Learning Unit. Journal of Science and Mathematics Education in Southeast Asia, 34(1), 47–66
______, (2014). Processes of Problem Solving in School Mathematics. Khonkaen: Penprinting. [in Thai]
______, (2018). Seminar About the Curriculum for Developing Teachers and Educational Staff [Recording]. Chiang Mai: Program in Mathematics Education, Faculty of Education, Khon Kaen University. [in Thai]
Isoda, M. (2010). Lesson Study: Problem Solving Approaches in Mathematics Education as a Japanese E×perience. Procedia Social and Behavioral Sciences, 8, 17–27.
Isoda, M. & Nakamura, T. (2010). The Theory of Problem-Solving Approach. Journal of Japan Society of Mathematical Education, 92(Special Issue), 11-12.
Kagan, S. (1994). Cooperative Learning. San Clemente, CA: Kagan Publishing.
Lewis, C. (2002). Does Lesson Study Have a Future in the United States. Nagoya Journal of education and Human Development, 1, 1-23.
National Council of Teachers of Mathematics [NCTM]. (1989). Curriculum and Evaluation Standards for School Mathematics. Virginia: NCTM, Inc.
Phanit, W. (2012). The Way to Build Leaining for Discoples in the 21st Century. Bangkok: Sodsri-Saritwong Foundation. [in Thai]
______, (2018). University Role: Public Enggagement in UK. Bangkok: Knowledge Network Institute of Thailand. [in Thai]
Rapke, T., Hall, J., & Marynowski, R. (2018). Re-framing testing to better fit within problem-solving classrooms: ways to create and review tests. In A. Kajander, J. Holm, & E. J. Chernoff (Eds.), Teaching and Learning Secondary School Mathematics: Canadian Perspectives in an International Context (1st ed., pp. 465-471). Cham Switzerland: Springer.
Samovar, L., Henman, L. & King, S. (1996). Small group Process. In R. S. Cathcart. L. A. Samova & L. D. Henman (Eds.). Small group in small group communication: Theory and practice. (pp.7-11). Dubuque: A Times Mirror.
Stigler, J. & Hiebert, J. (1999). The Teaching Gap: Best Ideas from The World’s Teachers for Improving Education in The Classroom. New York: The Free Press.
Webb, N. M., Franke, M. L., Ing, M., Wong, J., Hernandez, C. H., Shin, N., et al. (2014). Engaging with Others’ Mathematical Ideas: Interrelationships among Student Participation, Teachers’ Instructional Practices and Learning. International Journal of Educational Research, 63, 79–93.
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