Semiotic analysis on Malangan Batik for elementary school mathematics learning

D. Ekowati, Arina Restian, Erna Yayuk, K. Kamariah
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引用次数: 1

Abstract

Among the cultural richness in Indonesia, one of which is the Malangan batik cloth. The use of Malangan batik cloth is not only for clothing and decoration needs but also becomes part of the subject matter. In elementary school learning, Malangan batik cloth is one of the learning materials for Arts, Culture, and Crafts. In the thematic learning applied in elementary schools, Arts, Culture, and Crafts subjects do not stand alone. However, it must be related to other subjects, one of which is mathematics. The reality, on the ground, most teachers find it difficult to link the two. Bridging the link between these two subjects is carried out through semiotic analysis with its six primary objects. This study aimed to conduct a semiotic analysis of Malangan batik for elementary mathematics learning. The research was conducted in a qualitative descriptive manner with an ethnographic approach. Data were collected through observation, documentation, and interviews with two elementary school mathematics teachers and two Malangan batik makers. The research period is January-March 2022. The results of the study found that elementary mathematics concepts (numbers, algebra, geometry, measurement, statistics, and capital selection) have been identified according to six primary semiotic objects, namely language, problem-situation, concepts, procedures, properties, and arguments. By understanding each semiotic object, Malangan batik has the potential to increase students' mathematical activities that are contextual, interesting, and meaningful for students.
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马兰干蜡染对小学数学学习的符号学分析
在印尼丰富的文化中,其中之一就是马兰干蜡染布。马兰干蜡染布的使用不仅是为了服装和装饰的需要,而且成为主题的一部分。在小学学习中,马兰干蜡染布是艺术、文化和工艺的学习材料之一。在小学应用的主题学习中,艺术、文化和工艺学科并不是孤立的。然而,它必须与其他学科有关,其中之一就是数学。在现实中,在地面上,大多数教师发现很难将两者联系起来。通过对其六个主要对象进行符号学分析,弥合这两个主题之间的联系。本研究旨在对小学数学学习中的马兰干蜡染进行符号学分析。该研究以定性描述的方式与民族志方法进行。通过观察、文献和采访两位小学数学老师和两位马兰干蜡染师来收集数据。研究期为2022年1月至3月。研究结果发现,基本的数学概念(数、代数、几何、测量、统计和资本选择)已经根据六个主要的符号学对象,即语言、问题情境、概念、程序、属性和论证来确定。通过理解每个符号对象,马兰干蜡染有可能增加学生的数学活动,这些活动对学生来说是有背景的,有趣的和有意义的。
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