Nur rachma Sastra pradita, Neni Mariana
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引用次数: 0

摘要

数学是一门科学学科,学习数学是一门必修的学问,是教给学生的。然而,不少学生表示,他们不喜欢数学,因为他们认为数学很难。事实上,学习数学实际上带来了许多好处和优势,这些好处和优势将在他们长大后生活在现实生活中感受到。事实证明,在印度尼西亚学习数学的现实中,仍然使用一种没有意义、死板、对学生没有吸引力的方法。事实上,我们必须满足21世纪学习的要求。为此,研究者通过地域特长,即wingko tripe,对基于民族数学的假设学习轨迹(HLT) RME在SD三班数学学习过程中的作用进行了研究。本研究旨在使学生的数学学习更有意义、更有趣、更不枯燥。本研究采用设计与研究的方法。本研究证明,使用假设学习轨迹(HLT)可以帮助学生理解学习轨迹与具体物体形式的媒介的材料角度,即wingko,可以创造更有意义、更有趣、更不枯燥的数学学习。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
HYPOTHETICAL LEARNING TRAJECTORY (HLT) BABAT DALAM PROSES PEMBELAJARAN MATEMATIKA DI KELAS III
Mathematics is a scientific discipline, learning mathematics is a mandatory learning that is taught to students. However, not a few students stated that they did not like mathematics because they thought mathematics was difficult. In fact, learning mathematics actually brings many benefits and advantages that will be felt later when they grow up and live real life. It turns out that in reality learning mathematics in Indonesia still uses an approach that is less meaningful, rigid, and unattractive to students. In fact, we have to meet the demands of 21st Century learning. For this reason, researchers conducted research on ethnomathematics-based Hypothetical Learning Trajectory (HLT) RME through regional specialties, namely wingko tripe in the process of learning mathematics in class III SD. This research aims to make mathematics learning more meaningful, interesting, and not boring for students. This study uses the Design and Research method. This study proves that using the Hypothetical Learning Trajectory (HLT) can help students understand the learning trajectory to understand the material angles with the media in the form of concrete objects, namely wingko, can create more meaningful, interesting, and not boring mathematics learning.
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