PENGEMBANGAN LEMBAR AKTIVITAS SISWA (LAS) MENGGUNAKAN PENDEKATAN DIFFERENTIATED INSTRUCTION UNTUK MENINGKATKAN KEMAMPUAN PEMECAHAN MASALAH MATEMATIS SISWA SMK

A. Fatimah, Azrina Purba
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引用次数: 3

Abstract

Abstract. The purpose of this study is to produce quality student activity sheets. To achieve this, this research uses development research. The development model used in this study is a 4-D development model consisting of the Define, Design, Development and Disseminate stages. The subject of this research is the tenth grade students of SMK 1 Percut Sei Tuan Deli Serdang Regency and the object of this research is the mathematics student activity sheet of trigonometry material using the Differentiated Instruction (DI) approach. Developed in this study is the student activity sheet (LAS). The results of the study show that: (1) the level of mastery learning in classical is 83.33%; (2) the level of student activity during the learning process takes place on the ideal time tolerance criteria; (3) the level of the teacher's ability to manage learning is good, because the average has reached the minimum criteria; (4) student responses to the components of the device and the learning process are positive; (5) Mathematical problem solving abilities of students have increased with an average value of 1.457 at pretest and 3.103 in postes with an average increase (N Gain) included in the medium category with an average of 0.521. The researcher suggested that the Differentiated Instruction approach be an alternative for teachers to improve students' mathematical problem solving abilities.Keywords: Student Activity Sheet, Differentiated Instruction Approach, mathematical problem solving ability
学生活动表的发展(LAS)使用不同的工具方法来提高学生SMK数学问题的解决能力
摘要本研究的目的是制作高质量的学生活动表。为此,本研究采用了发展性研究。本研究使用的开发模型是由定义、设计、开发和传播四个阶段组成的四维开发模型。本研究的研究对象是smk1 Percut Sei Tuan Deli Serdang Regency的十年级学生,研究对象是采用差别化教学(DI)方法的数学学生三角教材活动表。本研究开发了学生活动表(LAS)。研究结果表明:(1)学生对古典文学的掌握程度为83.33%;(2)学生在学习过程中的活动水平发生在理想的时间容忍标准上;(3)教师管理学习的能力水平较好,因为平均已达到最低标准;(4)学生对设备组件和学习过程的反应是积极的;(5)学生的数学解题能力有所提高,前测平均值为1.457,后测平均值为3.103,中等类别平均增加(N增益)平均值为0.521。研究者建议,差异化教学方法是教师提高学生数学问题解决能力的另一种选择。关键词:学生活动单,差别化教学方法,数学解题能力
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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