IMPLEMENTATION OF  THE COLLABORATIVE PROBLEM-SOLVING LEARNING MODEL  USING GEOGEBRA ON THE MATHEMATICAL COMMUNICATION ABILITY AND CONFIDENCE OF MTS ISLAMIYAH CIOMAS STUDENTS

Ratu  Salva; Hamidah Hamidah; Vidya  Ayuningtyas; Jaka Wijaya  Kusuma

doi:10.53067/ije3.v4i2.302

Authors

Ratu Salva Universitas Bina Bangsa
Hamidah Hamidah Universitas Bina Bangsa
Vidya Ayuningtyas Universitas Bina Bangsa
Jaka Wijaya Kusuma Universitas Bina Bangsa

DOI:

https://doi.org/10.53067/ije3.v4i2.302

Keywords:

Mathematical Communication, Confidence, Collaborative Problem Solving, Geogebra

Abstract

One of the low cognitive and affective abilities of students is mathematical communication skills and self-confidence. This study aims to determine the difference in mathematical communication skills and students' confidence between those who use the Collaborative problem-solving model with the Geogebra application and those who use the lecture method. The research design used in this study is actual experimental design. Sampling in this study was carried out randomly, namely classes VIIIA and VIIIB. The data collection technique uses a mathematical communication ability test and a student confidence questionnaire. Data analysis was carried out by prerequisite tests (normality and homogeneity tests), hypothesis tests, and t-tests. From the results of the t-test data posttest of students' mathematical communication skills, a score of sig. (2-tailed) 0.047 < 0.05, so it was concluded that there was a difference in the mathematical communication ability of students in the experimental and control classes. The average result of the confidence questionnaire of students in the experimental class was 75.75, while in the control class, it was 55.80, so it was concluded that the student's confidence in the experimental class was better than that of the control class

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References

Akbari, O., & Sahibzada, J. (2020). Students’ self-confidence and its impacts on their learning process. American International Journal of Social Science Research, 5(1), 1–15.

Andini, D., Mulyani, N., Wijaya, T. T., & Supriyati, D. N. (2019). Meningkatkan Kemampuan Komunikasi Matematis Dan Self Confidence Siswa Menggunakan Pendekatan PBL Berbantuan Geogebra. Jurnal Derivat: Jurnal Matematika Dan Pendidikan Matematika, 5(1), 82–93. https://doi.org/10.31316/j.derivat.v5i1.150

Argarini, D. F., Yazidah, N. I., & Kurniawati, A. (2020). THE CONSTRUCTION OF LEARNING MEDIA AND LEVEL OF STUDENTS’MATHEMATICAL COMMUNICATION ABILITY. Infinity Journal, 9(1), 1–14.

Baroody, A. J., & Coslick, R. T. (1998). Fostering children’s mathematical power: An investigative approach to K-8 mathematics instruction. Routledge.

Blanco, Q. A., Carlota, M. L., Nasibog, A. J., Rodriguez, B., Saldaña, X. V., Vasquez, E. C., & Gagani, F. (2020). Probing the relationship between students’ self-confidence and self-efficacy while engaging in online learning amidst COVID-19. Journal La Edusci, 1(4), 16–25.

Chasanah, C., & Usodo, B. (2020). The Effectiveness of Learning Models on Written Mathematical Communication Skills Viewed from Students’ Cognitive Styles. European Journal of Educational Research, 9(3), 979–994.

Erath, K., Ingram, J., Moschkovich, J., & Prediger, S. (2021). Designing and enacting instruction that enhances language for mathematics learning: A review of the state of development and research. ZDM–Mathematics Education, 53, 245–262.

Fay, N., Babys, U., Julinda, N., Gella, M., & Kie, S. M. P. N. (2022). Analisis Kemampuan Komunikasi Matematis Siswa Ditinjau dari Kepercayaan Diri Matematika merupakan ilmu universal yang mendasari perkembangan teknologi , mempunyai peran penting dalam berbagai disiplin dan memajukan daya pikir manusia ( Depdiknas , 2006 ). National Council of Teachers of Mathematics ( NCTM , 2000 ) merumuskan tujuan pembelajaran matematika yaitu : ( 1 ) pemecahan masalah matematis ( mathematical problem solving ); ( 2 ) penalaran dan pembuktian matematis ( mathematical reasoning and proof ); ( 3 ) komunikasi matematis ( mathematical communication ); ( 4 ) koneksi matematis ( mathematical connection ); ( 5 ) representasi matematis ( mathematical representation ). Matematika pada umumnya identik dengan perhitungan angka dan rumus , sehingga muncul anggapan bahwa kemampuan komunikasi tidak dapat dibangun dalam pembelajaran matematika ( Babys , 2020 ). Sementara itu , Rohid , Suryaman , dan Rusmawati ( 2019 ) menyatakan bahwa kemampuan komunikasi merupakan hal yang penting dalam pembelajaran matematika . Proses pembelajaran matematika yang terjadi membutuhkan kemampuan komunikasi , dimana kemampuan komunikasi merupakan langkah awal untuk membimbing siswa dalam memecahkan masalah ( Bien , 2015 ). Kemampuan komunikasi matematika dalam pembelajaran matematika tidak hanya sekedar alat untuk membantu berpikir , alat untuk menemukan pola atau pemecahan masalah , tetapi komunikasi juga merupakan aktivitas sosial dalam pembelajaran matematika , seperti komunikasi antar siswa dan komunikasi antara guru dengan siswa , dan siswa dengan siswa ( Arifin , Trapsilasili , dan Fatahillah , 2016 ). Kemampuan komunikasi matematis adalah kemampuan menyampaikan ide atau gagasan matematika , baik secara lisan maupun tulisan serta kemampuan memahami dan menerima ide atau gagasan matematika orang lain secara cermat , analitis , kritis , dan evaluatif untuk mempertajam pemahaman ( Lestari d a n. 1(April), 688–700.

Gardenia, N., Herman, T., Juandi, D., Dahlan, T., & Kandaga, T. (2021). Analyze the mathematical communication skills of class 8 students on the concept of two-variable linear equation systems (SPLDV). Journal of Physics: Conference Series, 1806(1), 12073.

Hamidah, H., Kusuma, J. W., Zaenuri, Z., Isnarto, I., & Agoestanto, A. (2022). Pengaruh Model ARCS (Attention-Relevance-Confidence-Satisfaction) Terhadap Kemampuan Penalaran Matematis dan Self Confidence Siswa. Prosiding Seminar Nasional Pascasarjana (PROSNAMPAS), 5(1), 441–446.

Hamidah, J. W. K., & Auliana, S. (2024). Development of Discovery-Based Etnobra (Ethnomathematics Geogebra) Geometry Learning Model to Improve Geometric Skills in Terms of Student Learning Styles and Domicile.

Hamidah, & Kusuma, J. W. (n.d.). Developing Ethnomathematical-Based Learning Stages on Mathematical Communication Skills with Kastolan Error Analysis.

Herrera-Pavo, M. Á. (2021). Collaborative learning for virtual higher education. Learning, Culture and Social Interaction, 28, 100437.

Kembara, M. D., Rozak, R. W. A., & Hadian, V. A. (2019). Based lectures to improve students’ 4C (communication, collaboration, critical thinking, and creativity) skills. International Symposium on Social Sciences, Education, and Humanities (ISSEH 2018), 22–26.

Kramarenko, T., Pylypenko, O., & Muzyka, I. (2020). Application of GeoGebra in Stereometry Teaching.

Kusumah, Y. S., Kustiawati, D., & Herman, T. (2020). The Effect of GeoGebra in Three-Dimensional Geometry Learning on Students’ Mathematical Communication Ability. International Journal of Instruction, 13(2), 895–908.

Malureanu, A., Panisoara, G., & Lazar, I. (2021). The relationship between self-confidence, self-efficacy, grit, usefulness, and ease of use of e-learning platforms in corporate training during the COVID-19 pandemic. Sustainability, 13(12), 6633.

Michaelsen, L. K., Parmelee, D. X., Levine, R. E., & McMahon, K. K. (2023). Team-based learning for health professions education: A guide to using small groups for improving learning. Taylor & Francis.

Nuritha, C., & Tsurayya, A. (2021). Pengembangan Video Pembelajaran Berbantuan Geogebra untuk Meningkatkan Kemandirian Belajar Siswa. Jurnal Cendekia : Jurnal Pendidikan Matematika, 5(1), 48–64. https://doi.org/10.31004/cendekia.v5i1.430

Priyatni, E. T., & As’ari, A. R. (2019). Project-Based Learning Paper: Learning Model to Develop 4cs:(Critical and Creative Thinking, Collaboration and Communication Skills). 1st International Conference on Education Social Sciences and Humanities (ICESSHum 2019), 441–448.

Putri, R. K., Bukit, N., & Simanjuntak, M. P. (2021). The effect of the project-based learning model is on critical thinking skills, creative thinking skills, collaboration skills, and communication skills (4C) physics in senior high school. 6th Annual International Seminar on Transformative Education and Educational Leadership (AISTEEL 2021), 323–330.

Sanger, C. S. (2020). Inclusive pedagogy and universal design approaches for diverse learning environments. Diversity and Inclusion in Global Higher Education: Lessons from across Asia, 31–71.

Seo, K., Tang, J., Roll, I., Fels, S., & Yoon, D. (2021). The impact of artificial intelligence on learner–instructor interaction in online learning. International Journal of Educational Technology in Higher Education, 18, 1–23.

Setiawan, B. A., & Jamaan, E. Z. (2019). Model Pembelajaran Collaborative Problem Solving untuk Meningkatkan Kemampuan Representasi Matematis. Jurnal Edukasi Dan Penelitian Matematika Hal, 8(4), 137–142.

Sun, C., Shute, V. J., Stewart, A., Yonehiro, J., Duran, N., & D’Mello, S. (2020). Towards a generalized competency model of collaborative problem-solving. Computers & Education, 143, 103672.

Szabo, Z. K., Körtesi, P., Guncaga, J., Szabo, D., & Neag, R. (2020). Examples of problem-solving strategies in mathematics education support the sustainability of 21st-century skills: sustainability, 12(23), 10113.

Xu, E., Wang, W., & Wang, Q. (2023). The effectiveness of collaborative problem-solving in promoting students’ critical thinking: A meta-analysis based on empirical literature. Humanities and Social Sciences Communications, 10(1), 1–11.

Yohannes, A., & Chen, H.-L. (2023). GeoGebra in mathematics education: a systematic review of journal articles published from 2010 to 2020. Interactive Learning Environments, 31(9), 5682–5697