Abstract

Learning mathematics which is still abstract makes it difficult for students to understand the material of a two-variable linear equation system. It is necessary to arrange modules with realistic content to make it easier for students to understand the material. The research aims to develop a Mathematics learning module based on the Realistic Mathematics Education (RME) approach to the Material of a Two-Variable Linear Equation System. The research method developed is the ADDIE model (Analysis, Design, Development, Implementation, Evaluation). The instruments used in this study were validation sheets, observations, and learning outcomes tests. Validation sheet to obtain data about the results of the validation of experts regarding the module, observation sheet to see the implementation of the module. Test results to determine the average percentage of student test scores. Data analysis was carried out to obtain a suitable and qualified mathematics learning module that met the valid, practical, and effective criteria. The criteria for the level of validity, practicality, and effectiveness of the module that are considered sufficient to continue at the next stage are at least . Based on the results of the limited trial, the results obtained were very good, students felt happy and excited during the delivery process. To the illustrations in the module that were distributed to students, their response was enthusiastic and enthusiastic in working on the practice questions during the learning process. It can be seen from the results of the evaluation carried out by the students that it produced a positive response, so that the percentage of the students' positive response was the lowest at 80.49. This means that the development of this module is very useful and beneficial for students.

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References

• Afreni, T., Harisman, Y., & Mardiyah, A. (2014). Development of Realistic-Based Modules for Set Materials in Class VII SMPN 24 Padang. STKIP PGRI SUMBAR .

  Haristah, H., Azka, A., Setyawati, RD, & Albab, IU (2019). Learning Module Development . 1 (5), 224–236.

  Kurniawati, Wulan (2020). Development of Realistic Mathematics Education (RME)-Based Modules to Embed Entrepreneurship Values in Two Variable Linear Equation System (SPLDV) Materials. S1 Thesis, FKIP.

  Muhammad Wahyu Setiyadi, Ismail, HAG (2017). Development of Biology Learning Module Based on Scientific Approach To Improve Student Learning Outcomes. Journal of Educational Science and Technology (EST) , 3 (2), 104.

  Ningsih, S. (2014). Realistic Mathematics Education: Alternative Model of School Mathematics Learning. Journal of Mathematics Education, 1 (2), 73. https://doi.org/10.18592/jpm.v1i2.97

  Praba Kurnia Dini Kalinda, Nengah Maharta, CE (nd). Development of Guided Inquiry Based Physics Learning Module on the Material of Temperature and Its Changes. 123–132.

  Putri, DA, Susanti, VD, & Apriandi, D. (2020). Development of RME-Based Modules to Improve Mathematical Literacy Skills for Class XI Vocational High School Students. Prima Magistra: Scientific Journal of Education, 1 (2), 138–146. https://doi.org/10.37478/jpm.v1i2.470

  Ramadhanti, E., & Marlina, R. (2019). Realistic Mathematics Education ( RME ) Learning on Mathematical Understanding Ability. 2017 , 876–882.

  Rohmiyati, N., Ashadi, A., & Utomo, SB (2016). Development of Chemical Modules Based Guided Inquiry in the Oxidation and Reduction Reactions Matter. 2 (2), 223–229.

  Shaufia, N., & Ranti, MG (2020). Improving MTs Student Learning Outcomes on Similarity and Congruence Materials Through the Jigsaw Type Cooperative Learning Model. AlphaMath: Journal of Mathematics Education, 6 (2), 76. https://doi.org/10.30595/alphamath.v6i2.7845

  Siswati, T., Sustenance, S., Sthephani, A., & Angraini, LM (2021). Development Student Worksheet Based on Problem-Based Learning (PBL) on Matrix Materials for Class XI. AlphaMath: Journal of Mathematics Education, 7 (2), 92. https://doi.org/10.30595/alphamath.v7i2.11842

  Suastika, I. Ketut, & Rahmawati, A. (2019). Development of Mathematics Learning Module with Contextual Approach. JPMI (Journal of Indonesian Mathematics Education), 4 (2), 58. https://doi.org/10.26737/jpmi.v4i2.1230

  Sutisna, AP, & Subarjah, H. (2016). Improving Mathematical Understanding Through Thematic Approach With RME. Journal of Scientific Pens, 1 (1), 31–40. https://doi.org/10.23819/pi.v1i1.2929

  Walid, MI (2017). Development of Geogebra-Based Interactive Learning Media with Addie Development Model (Analysis, Design, Development, Implementation, Evaluation) in Geometry Material for Class XI MIA SMA Negeri 3 Takalar.

  Wulandari, S., Darma, Y., Susiaty, UD, & Mathematics, P. (2019). Module Development Based on Realistic Mathematics Education (RME) Approach to Concept Understanding. 8 , 143–152. https://doi.org/10.31571/saintek.v8i1.1179

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