PERANAN REPRESENTASI BERBANTUAN SOFTWARE MAPLE PADA PEMBELAJARAN MATA KULIAH KALKULUS

A. Panjaitan
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Abstract

Abstract. Computers are essential tools for teaching, learning, and doing mathematics. Computers can visualize or represent mathematical ideas, organize and analyze data, and calculate effectively and accurately. Computers can help students conduct investigations through representations in various fields of mathematics such as geometry, calculus, statistics, algebra, measurements, and numbers. This paper discusses the role of Maple assisted representation in calculus learning. Representation is very supportive in increasing students' understanding of mathematical relations and concepts. There are three main functions of representation, namely complementing, constraining, and constructing. Complementing function is to complete the process and complete the information. The constraining function is to help students experience difficulties in a representation. The constructing function is to support constructing a deeper understanding of a concept. Students can get a deeper understanding if difficulties with only one representation. Maple software is a facility that is very supportive in making representations in learning mathematics as in calculus learning. By using Maple we can do numerical and symbolic calculations and perform graphical representations well. Maple can also effectively determine limits, derivatives, integrals, and a series of other functions and capabilities. With this Maple software capability, we can use it to improve students' understanding of calculus courses.Keywords: Representation, Computers, Maple, Calculus
摘要。计算机是教、学和做数学的基本工具。计算机可以可视化或表示数学思想,组织和分析数据,有效而准确地进行计算。计算机可以帮助学生通过几何学、微积分、统计学、代数、测量和数字等各个数学领域的表征来进行研究。本文讨论了Maple辅助表示在微积分学习中的作用。表示法对增进学生对数学关系和数学概念的理解非常有帮助。表征的功能主要有三种,即补充、约束和建构。补充功能是完成过程和完成信息。约束函数是为了帮助学生体验表征中的困难。构造函数是支持对概念进行更深层次的理解。只有一个表述,学生才能对困难有更深的理解。Maple软件是一种非常支持在学习数学和微积分学习中进行表示的工具。通过使用Maple,我们可以很好地进行数值和符号计算以及图形表示。Maple还可以有效地确定极限,导数,积分,以及一系列其他功能和能力。有了Maple软件的这个功能,我们可以用它来提高学生对微积分课程的理解。关键词:表示法,计算机,Maple,微积分
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