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B. Ettinger – PRIMUS, 2024
This paper presents a semester-long bottle design project for an undergraduate Numerical Analysis course. Students implement numerical methods in MATLAB to design and 3D print a bottle. Employing mathematical methods to compute features of their designs enhances students' understanding of numerical techniques in design applications. Student…
Descriptors: Undergraduate Students, College Mathematics, Mathematics Activities, Mathematics Instruction
Emre-Akdogan, Elcin; Yazgan-Sag, Gönul – Australian Mathematics Education Journal, 2023
In this article, the authors present a task that promotes mathematical creativity. The task focuses on defining new geometric concepts, whilst providing students with creative thinking opportunities. They discuss prospective mathematics teachers' experiences while conducting a geometric definition task. Prospective mathematics teachers who…
Descriptors: Creativity, Mathematics Education, Geometric Concepts, Creative Thinking
Andrews-Larson, Christine; Wawro, Megan; Zandieh, Michelle – International Journal of Mathematical Education in Science and Technology, 2017
In this paper, we present a hypothetical learning trajectory (HLT) aimed at supporting students in developing flexible ways of reasoning about matrices as linear transformations in the context of introductory linear algebra. In our HLT, we highlight the integral role of the instructor in this development. Our HLT is based on the "Italicizing…
Descriptors: Algebra, Mathematics Instruction, Matrices, Mathematics Activities
Ernest, J. Brooke; Nemirovsky, Ricardo – PRIMUS, 2016
Common arguments for integrating the arts into mathematics courses include the arts fostering student creativity, improving academic achievement, and encouraging transfer between subjects. Research supporting these arguments is limited and carries layered complexities--such as what constitutes creativity and transfer, and whether they can be…
Descriptors: Integrated Activities, Art Activities, Geometry, Geometric Concepts
Gol Tabaghi, Shiva – Canadian Journal of Science, Mathematics and Technology Education, 2014
The complementary use of the theories of instrumental genesis and shifts of attention enabled me to obtain insights into students' understandings of the concepts of eigenvector and eigenvalue. My analysis suggests that the use of different dragging modalities can provide evidence of shifts in structure of a student's attention and consequently can…
Descriptors: Undergraduate Students, Geometric Concepts, Attention, Intention