Kemampuan Berpikir Kreatif Matematika Siswa Ditinjau dari Aspek Kefasihan, Fleksibilitas, dan Kebaruan

Marhayati Marhayati

Abstract


The purpose of this study was to assess the ability mathematics creative thinking terms of aspects of fluency, flexibility, and novelty for fifth grade students at elementary school. Applied learning in this study through learning mathematics problems posing. Students are said to be creative in mathematics problem posing if the students meet the problems posed aspects of fluency, flexibility, and novelty. Based on the analysis of mathematics problem posing task, especially for questions that can be solved math students, can be grouped into four categories: the question does not contain any new information, it does not contain new information and simplify the mathematical complexity, contain new information, as well as containing new information and develop a form of inquiry. The analysis showed that most students tend to only meet the fluency component only and some also cater fluency component. The conclusion of this study is that the fifth grade students have the ability mathematics creative thinking enough.

Keywords


Mathematics creative thinking; Fluency; Flexibility; Novelty

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References


Jha, A. K. (2012). Creative Epistemology and Creative Pedagogy: Implications for Creative Mathematics Education. Makalah disajikan pada The 8th Global Conference On Creative Engagements: Thinking with Children. Mansfield College, Oxford, UK (29th June-1st July, 2012). (Online), (www.inter-disciplinary.net/at.../jhacepaper.pdf), diakses 15 desember 2014

Kontorovich, I., Koichu, B., Leikin, R. & Berman, A. (2011). Indicators of Creativity in Mathematical Problem Posing: How indicative are they? In M. Avotina, D. Bonka, H. Meissner, L. Ramana, L. Sheffield & Velokova (Eds), Proceeding of the 6th International Conference Creativity in Mathematics Educationa and the Education of Gifted Students. pp. 120-125. Latvia: Latvia University.

Permendikbud Nomor 54 Tahun 2013 tentang standar kompetensi lulusan. Hidayat Guru Madrasah. (Online), (https://nhidayat62.wordpress.com/2014/11/15/peraturan-peraturan-pelaksanaan-kurikulum-2013), diakses 16 November 2014.

Solso, R., Maclin, O., and Maclin, M. K. (penterjemah Mikael Rahardanto dan Kristianto Batuadji). 2008. Psikologi Kognitif. Edisi Delapan. Penerbit Erlangga.

Siswono, T. Y. E. (2010). Leveling Students’ Creative Thinking in Solving and Posing Mathematical Problem. Journal Mathematics Education, 1(1): 17-40.

Vale, I. Pimentel, T. cabrita, I. Barbosa, A. Fonseca, L. (2012). Pattern Problem Solving Tasks As A Mean To Foster Creativity In Mathematics. In Tso, T. Y. (Ed). Proceeding of the 36th Conference of the International Group for the Psychology of Mathematics Education, Vol. 4, pp. 171-178.

Voica, C., & Singer, F. M. (2012). Creative Contexts As Ways To Strengthen Mathematics Learning. Procedia-Social And Behavioral Science, 33: 538-542.

Xia, X, C. Lu and . Wang, (2008). Research on mathematics instruction experiment based problem posing. J. Math. Edu, 1(1): 153-163.

Yuan, X., & Sriraman, B. (2011). An Axploratory Study of Relationship Between Students’ Creativity and Mathematical Problem-Posing Abilities. Dalam Sriraman, B. & Lee, K.H. (Eds.), The elemen of Creativity and Giftedness in Mathematics. Netherlands: Sense Publisher.

Zakaria, E., & Saleh, F. (2012). Teachers’ Creativity in Posing Statistical Problems from Discrete Data. Creative Education, 3(8): 1380-1383.




DOI: https://doi.org/10.18860/madrasah.v10i2.5388



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