ETNOMATEMATIKA GERAKAN TARI KRETEK KUDUS PADA PEMBELAJARAN MATEMATIKA

Nurus Sa’adah, Arghob Khofya Haqiqi, P. Malasari
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引用次数: 4

Abstract

Ethnomathematics plays an important role to support a more meaningful concepts understanding in learning mathematics. The Kudus kretek dance is one of the entomathematics that supports understanding the concept of geometry. This study aims to examine the ethnomathematics of kretek dance which involves mathematical activities in learning mathematics. This research is a qualitative descriptive with an ethnographic approach. Data were collected by interview, documentation, and observation techniques. The results showed that the concept of the 900 angle was obtained through the movements of nampeni, milahi, melembar, mbathil, nggiling, sembahan, mrikso rokok, ngepak, pemasaran; the concept of acute angle is obtained through the movements of ngiteri, melembar, pemasaran; the concept of obtuse angle is obtained through ngayak, sembahan, ngiping, mrikso rokok, ngepak, pemasaran; and the concept of 1800 angle is obtained through a nggiling. The kretek dance is demonstrated in a certain beat accompaniment notation, the concept of two-dimensional geometry is found in the position of the feet of the dancers when they are doing the movement, while the concept of transformational geometry is obtained through twisting movements.
神圣的克瑞特克舞蹈动作的数学学习数学
在数学学习中,民族数学对理解更有意义的概念起着重要作用。Kudus kretek舞蹈是支持理解几何概念的昆虫数学之一。本研究旨在探讨kretek舞蹈中涉及数学学习活动的民族数学。本研究采用民族志方法进行定性描述。通过访谈、文献和观察技术收集数据。结果表明,900角的概念是通过nampeni、milahi、melembar、mbathil、nggiling、sembahan、mrikso rokok、ngepak、pemasaran的动作获得的;锐角的概念是通过ngiteri, melembar, pemasaran的运动获得的;钝角的概念是通过ngayak, sembahan, ngiping, mrikso rokok, ngepak, pemasaran获得的;并通过仿真得到了1800角的概念。kretek舞蹈是用一定的节拍伴奏符号来表现的,在舞者做动作时双脚的位置中发现了二维几何的概念,而通过扭转动作获得了变换几何的概念。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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