A STUDY OF MATHAYOMSUKSA III STUDENTS’ PROOF ABILITIES IN GEOMETRY THROUGH A LEARNING MANAGEMENT WITH INQUIRY-BASED METHOD FOR CIRCLE TOPICS

Main Article Content

เสฎฐวุฒิ เพ็งเจริญ
พิศุทธวรรณ ศรีภิรมย์ สิรินิลกุล
เอนก จันทรจรูญ

Abstract

The purpose of this study was to study students’ proof abilities in geometry before and after learning circle topics following a designed learning management with a method of inquiry-based learning. This study was an experimental research conducted during the second semester of the 2017 academic year. Forty-four Mathayomsuksa III students from Debsirin School in Bangkok, Thailand, were recruited to be participants via a method of cluster random sampling. A pretest on proof abilities in geometry was taken at the beginning as part of the pretest-posttest design. The students then learned the subjects according to the lesson plans in the learning management in which provided students to engage in inquiry-based learning. A parallel-structure posttest was given at the end of the lesson plans. The dependent t-test was employed in the analysis of data.


The findings reveal that the students gained significantly in terms of proof abilities in geometry from learning through the lesson plans with inquiry-based learning at the .01 level.

Article Details

How to Cite
เพ็งเจริญ เ., ศรีภิรมย์ สิรินิลกุล พ., & จันทรจรูญ เ. (2018). A STUDY OF MATHAYOMSUKSA III STUDENTS’ PROOF ABILITIES IN GEOMETRY THROUGH A LEARNING MANAGEMENT WITH INQUIRY-BASED METHOD FOR CIRCLE TOPICS. Journal of Industrial Education, 17(1), 87–94. Retrieved from https://ph01.tci-thaijo.org/index.php/JIE/article/view/139935
Section
Research Articles

References

[1] Makanong Aumporn. 2014. khanittasat samrap khru matthayom. Bangkok: Chulalongkorn University.

[2] Hajisalah Sukanya. and Janjaroon Anek. 2017. Menelaus’ Theorem and Ceva’s Theorem : The Roles of Proof. SWU Sci. J, 33(1), 339.

[3] Paisal Komon. 1997. The Development of Individualized Instruction Package in Geometry for Lower Secondary Mathematics Teachers. Doctor thesis. Ph.D. (Mathematics Education). Bangkok: Graduate School, Srinakharinwirot University.

[4] Chaiyasang Supotch. 1987. An Investigation into Level of Geometric Thinking and Ability to Construct Proof of Students in Thailand. Doctoral dissertation: Graduate school The University of lowa. Photocopied.

[5] Clements, D. H.; & Battista, M. T. 1992. Geometry and spatial understanding. In Handbook of Research Mathematics Teaching and Learning. New York: McMillan Publishing Company.

[6] Cemen, P. B. 1987. The nature of mathematics anxiety: Report No. SE 048 689. Stillwater, OK: Oklahoma State University.

[7] Lasley, T. J.; Matczynski, T. J.; & Rowley, J. B. 2002. Strategies for Teaching in Diverse Society : Instructional Models. Belmont, CA: Wardworth.

[8] Noimee Watchara. 2008. The Development of Mathematics Learning Packages Throughs Inquiry on “Reasoning Mathematics Proof” to Promote Reasoning Skills of Mathayom Suksa IV Students. Master thesis. M.ED. (Secondary Education). Bangkok: Graduate School, Srinakharinwirot University.

[9] Fukkhaw Sawai. 2001. Lakkan son samrap kan pen khru mu achip. Bangkok: Emphan.

[10] Dechakupt Pimpun; and Yindeesook Payao. 2015. Kanchatkan rianru nai satawat thi yisip et. 2nd Editions . Bangkok: Chulalongkorn University.

[11] Skinner, B. F. 1971. Beyond freedom and dignity. New York: Knopf.

[12] Fielding-Wells, Jill; Dole, Shelly; & Makar, Katie. 2014. Inquiry pedagogy to promote emerging proportional reasoning in primary students. In Mathematics Education Research Journal, V.26(1), pp. 47-77. Springer.

[13] Berry, J. 2014. Developing Mathematical Reasoning. Mathematics in School, 34(1), 178.

[14] Malloy, C. 1999. Developing Matematical Reasoning in the Middle Grades Recognizing Diversity. In Developing Mathematical Reasoning In Grades K-12 Yearbook. Reston, VA: National Council of Teachers of Mathematics.

[15] Achbacher, P. R. & Alonzo, A. C. 2004. Using science notebooks to assess students’ conceptual understanding. Paper presented at the American Educational Research Association, San Diego.

[16] Pittayanan Jatunarapit; Thiyaporn Kantathanawat; and Pariyaporn Tungkunanan. 2016. The Inquiry Learning Model to Develop The Achievement on Conceptual Model of Upper Secondary Princess Chulabhorn’s College Chonburi. Journal of Industrial Education,
15(1), 219-225.