American Journal of Educational Research
ISSN (Print): 2327-6126 ISSN (Online): 2327-6150 Website: http://www.sciepub.com/journal/education Editor-in-chief: Ratko Pavlović
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American Journal of Educational Research. 2018, 6(10), 1407-1413
DOI: 10.12691/education-6-10-11
Open AccessArticle

The Effect of Integrated Batak-angkola Culture on Open-ended Approach to Mathematical Creative Thinking Skills of Middle Secondary School Students

Hasna Dewi Ritonga1, , Mulyono1 and Ani Minarni1

1Mathematics Education Program, Post Graduate School, Universitas Negeri Medan, Indonesia

Pub. Date: October 28, 2018

Cite this paper:
Hasna Dewi Ritonga, Mulyono and Ani Minarni. The Effect of Integrated Batak-angkola Culture on Open-ended Approach to Mathematical Creative Thinking Skills of Middle Secondary School Students. American Journal of Educational Research. 2018; 6(10):1407-1413. doi: 10.12691/education-6-10-11

Abstract

The purpose of this study was to: (1) analyze the effect of Batak-Angkola culture integration on Open-ended approach (BAC-OE) towards mathematical creative thinking skills (MCTS) of the students, (2) analyze the effect of initial mathematical abilities (IMA) on mathematical creative thinking skills, (3) find out whether there is an interaction between BAC-OE and IMA towards MCTS. The instrument used is the test of MCTS. Data analysis was carried out by two-way ANOVA. The results of the research show: (1) there is an effect of BAC-OE towards MCTS of the students, (2) there is an effect of IMA on MCTS of the students, (3) no interaction between BAC-OE and IMA towards MCTS.

Keywords:
open-ended learning approach Batak-Angola culture mathematical creative thinking skills

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References:

[1]  Minarni, A., and Napitupulu, E. E., (2017). Developing Learning materials based on Joyful PBL to Improve Students Mathematical Representation Skills. International Education Studies, Vol. 10 No. 9. p23.
 
[2]  Fatah, A; Suryadi, D; Sabandar, J & Turmudi. 2016. Open-Ended Approach: An Effort In Cultivating Students’ Mathematical Creative Thinking Skills And Self-Esteem In Mathematics. Journal on Mathematics Education. ISSN 2087-8885, E-ISSN 2407-0610. Volume 7, No. 1, January 2016, pp. 9-18.
 
[3]  Irawan, A; Surya, E. 2017. Application of the Open ended Approach to Mathematics Learning in the Sub-subject of Rectangular. International Journal of Sciences: Basic and Applied Research (IJSBAR) (2017) Volume.
 
[4]  NCTM. (2000). Principle and Standards for school Mathemstics. Reston, VA: NCTM.
 
[5]  Pane, N., Syahputra, E.,and Mulyono, “Improvingthe Ability of Creative Thinking Mathematically and Self-Confidence Student through Application Model Eliciting Activities (MEA) Review from Student Gender. ”American Journal of Educational Research, vol.6, no.4 (2018): 319-323.
 
[6]  Mann, E.L. (2005). Mathematical Creativity and School Mathematics Indicator of Mathematical Creativity in Middle School Students. Connecticute University: Thesis.
 
[7]  Tandililing, E. 2013. The Enhancement of Mathematical Communication and Self Regulated Learning of Senior High School Students Through PQ4R Strategy Accompanied by Refutation Text Reading.
 
[8]  Aufa, M.; Saragih, S.; Minarni, A. (2016). Development of Learning Devices through Problem-based Learning Model Based-on the Context of Aceh Cultural to Improve Mathematical Communtication Skills & Social Skills of The Students. Journal of Education Practice, Vo. 7, No. 24, pp. 232-248.
 
[9]  Ministry of Education. Curriculum 2017. Jakarta: Indonesian Ministry of Education 2017.
 
[10]  Yuniarti, Y; Kusumah, S, Y; Suryadia, D & Kartasasmita, G, B. 2017. The Effectiveness of Open-Ended Problems Based Analytic-Synthetic Learning on the Mathematical Creative Thinking Skills of Pre-Service Elementary School Teachers). Iejme -Journal of Mathematics Education 2017, Vol. 12, No. 7, pp. 655-666.
 
[11]  Shimada, S. & Becker, J.P. (1997). The Open-Ended Approach: A New Proposal for Teaching Mathematics. Toronto: NCTM.