Teori Van Hiele dan Hasil Belajar dalam Bidang Geometri

Ayuni Safira - Univeritas Negeri Padang

Abstract


Geometry is one branch of mathematics that is close to student life, but in reality student geometry learning outcomes are still relatively low. Geometry learning based on the Van Hiele theory is solutions than can help students understand to be better the geometry consept. The purpose of study was to know student geometry learning outcomes who studied with learning based on the Van Hiele theory. The type of research was a quasy experiment with static group design. This research was conducted on class VIII. Sampling was done by using simple random sampling. Data in this research was final test in essay form test which consisted of 6 question, where each question contains indicator of achievement of geometry learning outcomes. The research hypothesis was proven by t test. Based on the result of data analysysis  it is obtained , so it can be cocluded that  student geometry learning outcomes who studies with Van Hiele theory is better than than those who learns with conventional learning

Keywords --- geometry learning outcomes, Van Hiele theory, conventional learning.


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References


Kartono. 2012. Hands On Activity pada Pembelajaran Geometri Sekolah sebagai Asesmen Kinerja Peserta Didik. Jurusan Matematika FMIPA UNNES.

Abdussakir, 2010. Pembelajaran Geometri sesuai Teori Van Hiele. Jurnal Kependidikan dan Keagamaan, 7, (2), 1-12.

Musdi, Edwin, 2013. Perancangan Prototipe Awal; Model Pembelajaran Geometri Berbasis Pendidikan Matematika Realistik, dalam Prosiding Seminar FMIPA Universitas Lampung.

Crowly, L. Mary. 1987. The Van Hiele Model of The Development of Geometry Thought. Learning and Teaching Geometry. K-12. PP. 1-16. NCTM, USA.

Mason, M. 2010. The Van Hiele Levels of Geometry Understanding. Profesional Handbook for Teacher, Geometry: Explorations and Applications, McDougal Litteli Inc.

Seniati, Liche. Dkk. 2011. Psikologi Eksperimen. Jakarta: Indeks.

Sugiyono. 2012. Metode Penelitian Kuantitatif Kualitatif dan R&D. Bandung: Alfabeta.

Usman, Husaini, dkk. 2011. Pengantar Statistika. Edisi Kedua. Yogyakarta. Bumi Aksara.




DOI: http://dx.doi.org/10.24036/pmat.v8i2.6217