Pengembangan Perangkat Pembelajaran Geometri Ruang dengan Model Proving Theorem
Abstract
Kemampuan berpikir kritis dan kreatif mahasiswa masih lemah. Hal ini ditemukan pada mahasiswa yang mengambil mata kuliah Geometri Ruang yaitu dalam membuktikan soal-soal pembuktian (problem to proof). Mahasiswa masih menyelesaikan secara algoritmik atau prosedural sehingga diperlukan pengembangan perangkat pembelajaran Geometri Ruang berbasis kompetensi dan konservasi dengan model Proving Theorem. Dalam penelitian ini perangkat perkuliahan yang dikembangkan yaitu Silabus, Satuan Acara Perkuliahan (SAP), Kontrak Perkuliahan, Media Pembelajaran, Bahan Ajar, Tes UTS dan UAS serta Angket Karakter Konservasi telah dilaksanakan dengan baik dengan kriteria (1) validasi perangkat pembelajaran mata kuliah Geometri ruang berbasis kompetensi dan konservasi dengan model proving theorem berkategori baik dan layak digunakan dan (2) keterlaksanaan RPP pada pembelajaran yang dikembangkan secara keseluruhan berkategori baik.
Critical and creative thinking abilities of students still weak. It is found in students who take Space Geometry subjects that is in solving problems to to prove. Students still finish in algorithmic or procedural so that the required the development of Space Geometry learning tools based on competency and conservation with Proving Theorem models. This is a research development which refers to the 4-D models that have been modified for the Space Geometry learning tools, second semester academic year 2014/2015. Instruments used include validation sheet, learning tools and character assessment questionnaire. In this research, the learning tools are developed, namely Syllabus, Lesson Plan, Lecture Contract, Learning Media, Teaching Material, Tests, and Character Conservation Questionnaire had been properly implemented with the criteria (1) validation of Space Geometry learning tools based on competency and conservation with Proving Theorem models categorized good and feasible to use, and (2) the implementation of Lesson Plan on learning categorized good overall.
Keywords
Full Text:
PDFReferences
Amalia, R. (2013). Penerapan Model Pembelajaran Pembuktian untuk Meningkatkan Kemampuan Berpikir Matematis Tingkat Tinggi Siswa SMA. Thesis. Bandung: Universitas Pendidikan Indonesia
Asikin, M. (2002). Pendidikan Matematika pada Era Otonomi Daerah: Profil Kurikulum, Paradigma Pembelajaran dan Pengadaan Buku Ajar. Jurnal Matematika dan Komputer, 5(2), 65 - 85
Bell, F. (1978). Teaching and Learning Mathematics (in Secondary Schools). America:University of Pittsburgh.
Depdiknas. (2009). Lesson Study Dissemination Program for Strengthening Teacher Education in Indonesia. Jakarta: Depdiknas
Beaton, A. E. (1996). Mathematics Achievement in The Middle School Years. Boston: TIMSS International Study Center.
Hock, C.U. (2008). Introducing Mathematical Modelling to Secondary School Teachers: A Case Study. Malaysia: The Mathematics Educator 2008. 11(1/2). 21-32.
Kusni. (2012). Model Proving-Theorem Untuk Meningkatkan Self Concept, Self Efficacy, Dan Self Esteem Sebagai Penunjang Pembentukan Manusia Berkarakter Dan Berdaya Saing. Laporan Penelitian Hibah PHKI Tema B.
McMahon, G. P., (2007). Getting the HOTS with what’s in the box: Developing higher order thinking skills within a technology-rich learning environment. Thesis presented for the Degree of Doktor of Philosophy of Curtin University of Technology.
Rochmad. (2012). Desain Model Pengembangan Perangkat Pembelajaran Matematika. Kreano, Jurnal Matematika Kreatif-Inovatif. 3(1), 59-72
Simon. M.A. (1995). Reconstructing mathematics pedagogy from a constructivist perspective. Journal for Research in Mathematics Education. 26, 114-145.
Thiagarajan, S; Semmel, D.S; & Semmel, M.I. (1974). Instructional Development for Training Teachers of Exceptional Children: A Sourcebook. Indiana: Indiana University
USAID (United States Agency for International Development). (2008). Matematika untuk kehidupan, pembelajaran, dan pekerjaan. Modul Pelatihan 4. United States.
Refbacks
- There are currently no refbacks.