Simulation as a Resource in the Calculus Solving Problem

Elena Fabiola Ruiz Ledesma, Juan Jesús Gutiérrez García
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Abstract

This article is derived from the research project and developed at School of Computer Sciences of the National Polytechnic Institute of Mexico. The article reports on the problems found among engineering students with respect to their resistance to using different representation registers when solving optimization problems in the Calculus Learning Unit. Use of such registers could help the students to build mathematics knowledge and to solve calculus problems. As a didactic strategy, simulations are used in an electronic environment in order to support the students by fostering their use of tabular, graphical and algebraic representation registers. Interviews are undertaken of six of the professors who gave the calculus courses, and a diagnostic questionnaire was applied to 68 students prior to and after working with the proposal. As for the theoretical framework, the work reported by Duval and Hitt is salient in this report, particularly their emphasis of the fact that working on activities by way of one single representation system is not sufficient. From the first responses provided by the students, one can conclude that the algebraic register is preferred by the majority of students. It is however used in a mechanical fashion without affording any meaning to the content of the problem and to the process of solving it. Another conclusion reported is that implementing tasks in the classroom in which the mathematics activity requires coherent use of different representations is necessary
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模拟作为微积分解题的资源
本文来源于墨西哥国立理工学院计算机科学学院的研究项目。本文报告了工程专业学生在解决微积分学习单元中的优化问题时,对使用不同表示寄存器的抵制问题。使用这些寄存器可以帮助学生建立数学知识和解决微积分问题。作为一种教学策略,在电子环境中使用模拟,以通过培养学生使用表格、图形和代数表示寄存器来支持他们。对教授微积分课程的六位教授进行了访谈,并对68名学生进行了诊断问卷调查。至于理论框架,Duval和Hitt报告的工作在本报告中是突出的,特别是他们强调了这样一个事实,即通过单一的代表制度来开展活动是不够的。从学生提供的第一反应,我们可以得出结论,代数注册是首选的大多数学生。然而,它只是以机械的方式使用,对问题的内容和解决问题的过程没有任何意义。报告的另一个结论是,在课堂上执行数学活动需要连贯使用不同表征的任务是必要的
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