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Farris, Frank A. – PRIMUS, 2017
The "domain-coloring algorithm" allows us to visualize complex-valued functions on the plane in a single image--an alternative to before-and-after mapping diagrams. It helps us see when a function is analytic and aids in understanding contour integrals. The culmination of this article is a visual discovery and subsequent proof of the…
Descriptors: Color, Mathematical Concepts, Mathematical Logic, Plane Geometry
Hristova, Yulia; Zeytuncu, Yunus E. – PRIMUS, 2016
Surface area and volume computations are the most common applications of integration in calculus books. When computing the surface area of a solid of revolution, students are usually told to use the frustum method instead of the disc method; however, a rigorous explanation is rarely provided. In this note, we provide one by using geometric…
Descriptors: Computation, Calculus, Scientific Concepts, Geometry
Kinney, William M. – PRIMUS, 2017
Educational modules can play an important part in revitalizing the teaching and learning of complex analysis. At the Westmont College workshop on the subject in June 2014, time was spent generating ideas and creating structures for module proposals. Sharing some of those ideas and giving a few example modules is the main purpose of this paper. The…
Descriptors: Learning Modules, Teaching Methods, Mathematical Concepts, Mathematical Formulas
Price, James C. – PRIMUS, 2015
This article presents four inquiry-based learning activities developed for a liberal arts math course. The activities cover four topics: the Pythagorean theorem, interest theory, optimization, and the Monty Hall problem. Each activity consists of a dialogue, with a theme and characters related to the topic, and a manipulative, that allow students…
Descriptors: Inquiry, Active Learning, Learning Activities, Mathematics Instruction
Awtrey, Chad – PRIMUS, 2013
This article discusses a writing project that offers students the opportunity to solve one of the most famous geometric problems of Greek antiquity; namely, the impossibility of trisecting the angle [pi]/3. Along the way, students study the history of Greek geometry problems as well as the life and achievements of Carl Friedrich Gauss. Included is…
Descriptors: Mathematics Instruction, College Mathematics, Undergraduate Students, Teaching Methods
McCartin, Brian J. – PRIMUS, 2008
This note presents geometric and physical interpretations of the sufficient condition for a critical point to be a strict relative extremum: f[subscript xx]f[subscript yy] - f[superscript 2][subscript xy] greater than 0. The role of the double derivative f[subscript xy] in this inequality will be highlighted in these interpretations. (Contains 14…
Descriptors: Mathematics Instruction, Mathematical Formulas, Geometric Concepts, Mathematical Concepts

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