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Student Interpretation of the Signs of Definite Integrals Using Graphical Representations

机译:学生使用图形表示对明确积分的迹象的解释

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Physics students are expected to apply the mathematics learned in their mathematics courses to physics concepts and problems. Few PER studies have distinguished between difficulties students have with physics concepts and those with either mathematics concepts and their application or the representations used to connect the math and the physics. We are conducting empirical studies of student responses to mathematics questions dealing with graphical representations of (single-variable) integration. Reasoning in written responses could roughly be put into three major categories related to particular features of the graphs: area under the curve, position of the function, and shape of the curve. In subsequent individual interviews, we varied representational features to explore the depth and breadth of the contextual nature of student reasoning, with an emphasis on negative integrals. Results suggest an incomplete understanding of the criteria that determine the sign of a definite integral.
机译:预计物理学生将在数学课程中应用数学,以物理概念和问题。每个研究都有很少有困难的学生对物理概念和有数学概念及其应用程序或用于连接数学和物理学的表现的人。我们正在对数学问题进行学生回应的实证研究,处理(单变量)集成的图形表示。在书面响应中的推理汇总可以将三大类与图形的特定特征相关联:曲线下的面积,功能位置和曲线的形状。在随后的个人访谈中,我们各种各样的代表性,探索学生推理的情境性质的深度和广度,重点是负积分。结果表明对确定明确积分符号的标准的不完全理解。

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