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Multiple Representations and the Understanding of Taylor Polynomials

机译:多重表示与泰勒多项式的理解

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The study of Maclaurin and Taylor polynomials entails the comprehension of various new mathematical ideas. Those polynomials are initially discussed at the college level in a calculus class and then again in a course on numerical methods. This article investigates the understanding of these polynomials by students taking a numerical methods class at the Lebanese American University in Beirut. The class adopted a closed laboratory format where Mathematica was used extensively. Results show that the added graphical dimension due to the use of the software does not necessarily contribute to a further understanding of the topics under examination. In fact, each subject of the study exhibited a unique mode of understanding: For one, it was purely graphical, for another analyticalumerical, and for the third all three modes complemented each other.
机译:Maclaurin和Taylor多项式的研究需要理解各种新的数学思想。这些多项式最初是在大学级别的微积分班级中讨论的,然后在数值方法课程中再次讨论。本文研究在贝鲁特的黎巴嫩美国大学上数值方法课的学生对这些多项式的理解。该班采用封闭式实验室形式,其中广泛使用Mathematica。结果表明,由于使用软件而增加的图形尺寸并不一定有助于进一步理解所检查的主题。实际上,该研究的每个主题都表现出独特的理解方式:对于一个,它是纯粹的图形方式,对于另一种分析/数字方式,对于第三种方式,这三种方式是相辅相成的。

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