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Alberto Arnal-Bailera – PRIMUS, 2024
This article presents a reflection on a teaching experience involving the use of the Brügner tangram, an interesting but little-known manipulative material. It details an activity conducted as part of an undergraduate mathematics education course for prospective primary school teachers. The main objective of this paper is to present the…
Descriptors: Undergraduate Students, Mathematics Instruction, Graphs, Teaching Methods
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Seshaiyer, Padmanabhan – PRIMUS, 2017
In this article, we provide some useful perspectives and experiences in mentoring students in undergraduate research (UR) in mathematical modeling using differential equations. To engage students in this topic, we present a systematic approach to the creation of rich problems from real-world phenomena; present mathematical models that are derived…
Descriptors: Research Projects, Undergraduate Students, Mathematical Models, Problem Based Learning
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Otten, Samuel; Zin, Christopher – PRIMUS, 2012
The emergence of non-Euclidean geometries in the 19th century rocked the foundations of mathematical knowledge and certainty. The tremors can still be felt in undergraduate mathematics today where encounters with non-Euclidean geometry are novel and often shocking to students. Because of its divergence from ordinary and comfortable notions of…
Descriptors: Undergraduate Students, Mathematics Education, Textbooks, Geometry
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Smith, Michael D. – PRIMUS, 2011
The purpose of this article is to present two very active applied modeling projects that were successfully implemented in a first semester calculus course at Hollins University. The first project uses a logistic equation to model the spread of a new disease such as swine flu. The second project is a human take on the popular article "Do Dogs Know…
Descriptors: Physical Activities, Calculus, Mathematics Instruction, College Mathematics
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McMurran, Shawnee L. – PRIMUS, 2010
This module was initially developed for a course in applications of mathematics in biology. The objective of this lesson is to investigate how the allele and genotypic frequencies associated with a particular gene might evolve over successive generations. The lesson will discuss how the Hardy-Weinberg model provides a basis for comparison when…
Descriptors: Population Trends, Mathematics Instruction, Biology, Genetics
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Santos-Trigo, Manuel; Camacho-Machin, Matias – PRIMUS, 2009
To what extent does the process of solving textbook problems help students develop a way of thinking that is consistent with mathematical practice? Can routine problems be transformed into problem solving activities that promote students' mathematical reflection? These questions are used to outline and discuss features of an inquiry framework…
Descriptors: Textbooks, Problem Solving, Teaching Methods, Computer Assisted Instruction
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DeLong, Matthew; Winter, Dale; Yackel, Carolyn A. – PRIMUS, 2003
We apply a research-based analytical framework (MALA, for motivation, activity, learning and attribution) to better understand two student-centered college mathematics classes. We demonstrate ways in which the framework can be used to systematically identify problems with classroom management, to generate meaningful suggestions for improvement of…
Descriptors: Classroom Techniques, College Mathematics, Motivation, Models