在正常新时代,媒体运动培养学生的代数思维

Awi, Dariyanto
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This study yielded design principles of digital literacy-based motion comic learning media that have mathematical material content whose context is adjusted to the learning process in the new normal era.\nKeywords: algebraic thinking, digital literacy, design principles, MI\n \nREFERENCES\nArifin, Z. (2012). Evaluasi pembelajaran. Bandung: Remaja Rosdakarya.\nBolton-Gary, C. (2012). Connecting Through Comics: Expanding Opportunities for Teaching and Learning. US-China Education Review B4: 389-395\nBorg, W.R., & Gall, M.G. (1989). Educational Research: An Introduction (5th ed.). New York: Longman\nBooker, G., & Windsor, W. (2010). Developing algebrain c thinking: Using problem-solving to build from number and geometry in the primary school to the ideas that underpin algebra in high school and beyond. Journal Procedia -Social and Behavioral Sciences, 8(5), 411–419.https://doi.org/ 10.1016/j.sbspro.2010.12.057\nCreswell. (2012). Educational research. University of Nebraska-Lincoln: Pearson\nFraenkel, Wallen, & Hyun. (2011). How to design and evaluate research in education — 8th ed. MC Graw Hill.\nHidayati, F. (2010). Kajian Kesulitan Belajar Siswa Kelas VII SMP Negeri 16 Yogyakarta dalam Mempelajari Aljabar. Skripsi Universitas negeri  Yogyakarta. Dipublikasikan.\nInternal Correspondence Versi 2. (2013). Digital Comic Nearly Tripled. Online: http://www.icv2. com/articles/news/27272.html (diakses pada 1 Mei 2014)\nKaur & Dindyal. (2010). Mathematical Application and Modelling. Singapore. Word Scientific Publishing.\nKilpatrick, J., Swafford, J. & Fidell, B. (2001). Adding It Up: Helping Children Learn Mathematics. Washington, DC: national Academy Press\nKoba, Susan dan Anne Tweed. (2009). Hard-toteach Biology Concepts: a Framework to Deepen Student Understanding. Arlington: National Science Teachers Association.Lew, H. C. (2004). Developing Algebraic Thinking in Early Grades: Case Study of Korean Elementary School Mathematics. The Mathematics Educator. Vol. 8 No. 1. 88-106.\nMarsetyorini, A. D. & Murwaningtyas, C. E. (2012). Diagnosis Kesulitan Belajar Siswa dan Pembelajaran Remedial dalam Materi Operasi Pada Pecahan Bentuk Aljabar Di Kelas VIII SMPN 2 Jetis Bantul. Prosiding Makalah dipresentasikan dalam Seminar nasional Matematika dan Pendidikan Matematika “Kontribusi Pendidikan Matematika dan Matematika dalam Membangun Karakter Guru dan Siswa”. Jurusan Pendidikan Matematika FPMIPA UNY\nMcCloud, Scott. (2006). Making Comics. New York: Harper Collins Publishers\nMoyer, J., Huinker, D. A. & Cai, F. (2004). Developing Algebraic Thinking in the Earlier Grades: A Case Study of the U.S. Investigations Curriculum. The Mathematics Educator. Vol. 8 No. 1. 6-38.\nMutiasih, P., Iswara, P D.,  Nugraha, T., (2021). Pengembangan Buku Cerita Bergambar Bebasis Pendidikan Karakter Dalam Menumbuhkan Budaya Literasi Siswa Kelas II Sekolah Dasar. Jurnal Taman Cendekia Vol 5 (1).\nNCTM. (2000). Principles and Standards for School Mathematics. Reston, V.A: NCTM.\nOsa, Amanokawa. (2007). Guide to Draw Manga. Vol. 4. Yogyakarta : ANDI\nPermatasari, B. A. D., dkk. (2015). Analisis Kesulitan Siswa dalam Menyelesaikan Soal Materi Aljabar Siswa Kelas VIII SMP Negeri 2 Bangil. Kadikma, Vol. 6, No. 2, hal 119-130\nPowell, S.R. & Fuchs, L. S. (2014). Does Early Algebraic Reasoning Differ as a Function of Students’ Difficulty with Calculations Versus Word Problems. Learn Disabil Res Pract, 29 (3), 106-116\nPratama, S, Agustin, M., Bakti, TRS., (2021). Nilai-Nilai Kearifan Lokal dalam Keseharian Aktivitas Pembelajaran Elektronik di Masa Pandemi Covid-19: Bagaimana Guru mengonstruksi Konten, Sikap dan Perilaku Siswa. Jurnal Taman Cendekia Vol. 05 (1)\nPratiwi, V., dkk. (2017). Upper Elemetary Grades Students’ Algebraic Thinking Ability in Indonesia. IJAEDU- International E-Journal of Advances in Education 3 9 p 705\nRiduwan. (2010). Belajar mudah penelitian untuk guru-karyawan dan peneliti pemula. Bandung: Alfabeta.\nRohani, A. (1997). Media Instruksional Edukatif. Jakarta: Rineka Ciptani\nRuseffendi, E.T. (2010). Dasar-dasar penelitian pendidikan dan bidang non eksakta lainnya. Bandung: Tarsito\nSchmittau, J. & Morris, A. (2004). The Developing of Algebra in Elementary Mathematics Curriculum of V.V. Davydov. The Mathematics Educator. Vol. 8 No. 1. 60-87\nSuherman, E. & Sukjaya, Y. (1990). Evaluasi Pendidikan Matematika. Bandung: Wijaya Kusumah.\nSurapranata, S. (2006). Analisis, Validitas, Reliabilitas, dan Interpretasi Hasil Tes. Bandung: PT Remaja Rosdakarya.\nWarren, E., dkk. (2009). Equivalence and Equations in Early Years Classroom. 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In addition, there is currently a lack of studies on learning media used to familiarize students with algebraic thinking since MI. This research aims to develop motion comic learning media based on digital literacy. The method used was Research and Development (R&D), which involved 25 students of MI class IV. This study yielded design principles of digital literacy-based motion comic learning media that have mathematical material content whose context is adjusted to the learning process in the new normal era.\\nKeywords: algebraic thinking, digital literacy, design principles, MI\\n \\nREFERENCES\\nArifin, Z. (2012). Evaluasi pembelajaran. Bandung: Remaja Rosdakarya.\\nBolton-Gary, C. (2012). Connecting Through Comics: Expanding Opportunities for Teaching and Learning. US-China Education Review B4: 389-395\\nBorg, W.R., & Gall, M.G. (1989). Educational Research: An Introduction (5th ed.). New York: Longman\\nBooker, G., & Windsor, W. (2010). 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引用次数: 0

摘要

代数思维是这个时候需要的技能之一。解决问题的活动主导了代数思考的能力,但在这种情况下,解决方案尚不可知。可能的解决方案可以通过适当的例子和自我发现的方法来完成。以往的研究发现代数思维障碍主要有认识论障碍、教学障碍和概念障碍。此外,MI之后用于学生熟悉代数思维的学习媒体的研究目前尚缺乏,本研究旨在开发基于数字素养的动作漫画学习媒体。采用研究与开发(R&D)的方法,研究对象为25名MI四班学生。本研究得出了基于数字素养的运动漫画学习媒体的设计原则,该媒体具有数学材料内容,并根据新常态下的学习过程进行调整。关键词:代数思维,数字素养,设计原则,MI参考文献,arifin Z.(2012)。Evaluasi pembelajaran。万隆:Remaja Rosdakarya。博尔顿-加里,C.(2012)。通过漫画联系:扩大教与学的机会。[3]杨文华,杨文华(1989).美中教育评论,第4期:389-395。教育研究导论(第5版)。纽约:LongmanBooker, G., & Windsor, W.(2010)。发展代数思维:从小学的数字和几何到高中及以后的代数基础思想,运用问题解决的方法。社会行为科学学报,8(5),411-419. https://doi.org/ 10.1016/j.s bsppro .2010.12.057(2012)。教育研究。内布拉斯加大学林肯分校:PearsonFraenkel, Wallen, & Hyun。(2011)。如何设计和评估教育研究-第8版。MC Graw Hill。(2010)。kaljian Kesulitan Belajar Siswa Kelas VII SMP Negeri 16日惹dalam。日惹大学。Dipublikasikan。内部通信版本2。(2013)。数字漫画增长近三倍。在线:http://www.icv2。Kaur & Dindyal。(2010)。数学应用与建模。新加坡。世界科学出版。Kilpatrick, J, Swafford, J. & Fidell, B.(2001)。加法:帮助孩子学习数学。华盛顿特区:美国国家科学院出版社,Susan dan Anne Tweed。(2009)。难教的生物学概念:加深学生理解的框架。阿灵顿:国家科学教师协会。卢H. C.(2004)。小学早期代数思维的发展:以韩国小学数学为例。数学教育家。第八卷第一。88 - 106。Marsetyorini, a.d.和Murwaningtyas, c.e.(2012)。诊断Kesulitan Belajar Siswa dan pembelajan补救dalam Materi Operasi Pada Pecahan Bentuk Aljabar Di Kelas VIII SMPN 2 Jetis Bantul。“Kontribusi Pendidikan Matematika dan Matematika dan Matematika dalam Membangun Karakter Guru dan Siswa”。Jurusan Pendidikan Matematika FPMIPA UNYMcCloud, Scott。(2006)。漫画。纽约:哈珀·柯林斯出版社,莫耶,J.,休因克,D. A.和蔡,F.(2004)。在低年级培养代数思维:以美国调查课程为例。数学教育家。第八卷第一。6-38。Mutiasih, P., Iswara, P. D., Nugraha, T.,(2021)。Pengembangan Buku Cerita Bergambar Bebasis Pendidikan Karakter Dalam Menumbuhkan Budaya Literasi Siswa Kelas II Sekolah Dasar。中国科学院学报第5卷第1期。(2000)。学校数学原理和标准。雷斯顿,弗吉尼亚:NCTM。阻塞性睡眠呼吸暂停综合症,Amanokawa。(2007)。绘制漫画指南。卷4。日惹:日惹,文学学士,日惹。(2015)。[分析][j] .中华人民共和国。《前前后后》,第6卷第2期,119-130页。powell, S.R. & Fuchs, l.s.(2014)。早期代数推理是否因学生在计算和文字问题上的困难而有所不同?张建军,张建军,张建军,等。学习障碍康复实践,29(3),106-116。,(2021)。Nilai-Nilai Kearifan本地dalam Keseharian Aktivitas Pembelajaran Elektronik di Masa Covid-19大流行:Bagaimana Guru mengonstruksi Konten, Sikap dan perelaku Siswa。《人类科学》第05卷第1期。(2017)。印尼小学高年级学生的代数思维能力。IJAEDU-国际电子教育进展杂志3 9页705日都万。(2010)。Belajar mudah peneliti untuk guru-karyawan dan peneliti pemula。万隆:Alfabeta。Rohani, A.(1997)。媒体教育。雅加达:Rineka CiptaniRuseffendi, E.T.(2010)。Dasar-dasar penelitian pendidikan dan bidang non eksakta lainnya。万隆:TarsitoSchmittau, J. & Morris, A.(2004)。代数在达维多夫小学数学课程中的发展。数学教育家。第八卷第一。60-87Suherman, E. & Sukjaya, Y.
本文章由计算机程序翻译,如有差异,请以英文原文为准。
PENGEMBANGAN MEDIA MOTION COMIC UNTUK MENINGKATKAN BERPIKIR ALJABAR SISWA MI AS SA’ADAH PADA ERA KENORMALAN BARU
Algebraic thinking is one of the skills needed at this time. Problem-solving activities dominate the ability to think algebraically, but in this case, the solution is not yet known. The solution that is possibly done can be through appropriate examples and self-discovered methods. Previous research found obstacles in algebraic thinking, namely epistemology obstacles, didactical obstacles, and conceptual obstacles. In addition, there is currently a lack of studies on learning media used to familiarize students with algebraic thinking since MI. This research aims to develop motion comic learning media based on digital literacy. The method used was Research and Development (R&D), which involved 25 students of MI class IV. This study yielded design principles of digital literacy-based motion comic learning media that have mathematical material content whose context is adjusted to the learning process in the new normal era. Keywords: algebraic thinking, digital literacy, design principles, MI   REFERENCES Arifin, Z. (2012). Evaluasi pembelajaran. Bandung: Remaja Rosdakarya. Bolton-Gary, C. (2012). Connecting Through Comics: Expanding Opportunities for Teaching and Learning. US-China Education Review B4: 389-395 Borg, W.R., & Gall, M.G. (1989). Educational Research: An Introduction (5th ed.). New York: Longman Booker, G., & Windsor, W. (2010). Developing algebrain c thinking: Using problem-solving to build from number and geometry in the primary school to the ideas that underpin algebra in high school and beyond. Journal Procedia -Social and Behavioral Sciences, 8(5), 411–419.https://doi.org/ 10.1016/j.sbspro.2010.12.057 Creswell. (2012). Educational research. University of Nebraska-Lincoln: Pearson Fraenkel, Wallen, & Hyun. (2011). How to design and evaluate research in education — 8th ed. MC Graw Hill. Hidayati, F. (2010). Kajian Kesulitan Belajar Siswa Kelas VII SMP Negeri 16 Yogyakarta dalam Mempelajari Aljabar. Skripsi Universitas negeri  Yogyakarta. Dipublikasikan. Internal Correspondence Versi 2. (2013). Digital Comic Nearly Tripled. Online: http://www.icv2. com/articles/news/27272.html (diakses pada 1 Mei 2014) Kaur & Dindyal. (2010). Mathematical Application and Modelling. Singapore. Word Scientific Publishing. Kilpatrick, J., Swafford, J. & Fidell, B. (2001). Adding It Up: Helping Children Learn Mathematics. Washington, DC: national Academy Press Koba, Susan dan Anne Tweed. (2009). Hard-toteach Biology Concepts: a Framework to Deepen Student Understanding. Arlington: National Science Teachers Association.Lew, H. C. (2004). Developing Algebraic Thinking in Early Grades: Case Study of Korean Elementary School Mathematics. The Mathematics Educator. Vol. 8 No. 1. 88-106. Marsetyorini, A. D. & Murwaningtyas, C. E. (2012). Diagnosis Kesulitan Belajar Siswa dan Pembelajaran Remedial dalam Materi Operasi Pada Pecahan Bentuk Aljabar Di Kelas VIII SMPN 2 Jetis Bantul. Prosiding Makalah dipresentasikan dalam Seminar nasional Matematika dan Pendidikan Matematika “Kontribusi Pendidikan Matematika dan Matematika dalam Membangun Karakter Guru dan Siswa”. Jurusan Pendidikan Matematika FPMIPA UNY McCloud, Scott. (2006). Making Comics. New York: Harper Collins Publishers Moyer, J., Huinker, D. A. & Cai, F. (2004). Developing Algebraic Thinking in the Earlier Grades: A Case Study of the U.S. Investigations Curriculum. The Mathematics Educator. Vol. 8 No. 1. 6-38. Mutiasih, P., Iswara, P D.,  Nugraha, T., (2021). Pengembangan Buku Cerita Bergambar Bebasis Pendidikan Karakter Dalam Menumbuhkan Budaya Literasi Siswa Kelas II Sekolah Dasar. Jurnal Taman Cendekia Vol 5 (1). NCTM. (2000). Principles and Standards for School Mathematics. Reston, V.A: NCTM. Osa, Amanokawa. (2007). Guide to Draw Manga. Vol. 4. Yogyakarta : ANDI Permatasari, B. A. D., dkk. (2015). Analisis Kesulitan Siswa dalam Menyelesaikan Soal Materi Aljabar Siswa Kelas VIII SMP Negeri 2 Bangil. Kadikma, Vol. 6, No. 2, hal 119-130 Powell, S.R. & Fuchs, L. S. (2014). Does Early Algebraic Reasoning Differ as a Function of Students’ Difficulty with Calculations Versus Word Problems. Learn Disabil Res Pract, 29 (3), 106-116 Pratama, S, Agustin, M., Bakti, TRS., (2021). Nilai-Nilai Kearifan Lokal dalam Keseharian Aktivitas Pembelajaran Elektronik di Masa Pandemi Covid-19: Bagaimana Guru mengonstruksi Konten, Sikap dan Perilaku Siswa. Jurnal Taman Cendekia Vol. 05 (1) Pratiwi, V., dkk. (2017). Upper Elemetary Grades Students’ Algebraic Thinking Ability in Indonesia. IJAEDU- International E-Journal of Advances in Education 3 9 p 705 Riduwan. (2010). Belajar mudah penelitian untuk guru-karyawan dan peneliti pemula. Bandung: Alfabeta. Rohani, A. (1997). Media Instruksional Edukatif. Jakarta: Rineka Ciptani Ruseffendi, E.T. (2010). Dasar-dasar penelitian pendidikan dan bidang non eksakta lainnya. Bandung: Tarsito Schmittau, J. & Morris, A. (2004). The Developing of Algebra in Elementary Mathematics Curriculum of V.V. Davydov. The Mathematics Educator. Vol. 8 No. 1. 60-87 Suherman, E. & Sukjaya, Y. (1990). Evaluasi Pendidikan Matematika. Bandung: Wijaya Kusumah. Surapranata, S. (2006). Analisis, Validitas, Reliabilitas, dan Interpretasi Hasil Tes. Bandung: PT Remaja Rosdakarya. Warren, E., dkk. (2009). Equivalence and Equations in Early Years Classroom. APMC 14 (1).
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