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Dana C. Ernst; Jeffrey Slye – PRIMUS, 2024
The algebraic group Spin[subscript 3 × 3] arises from spinning collections of the numbers 1-9 on a 3×3 game board. The authors have been using this group, as well as a corresponding online application, to introduce undergraduate students to core concepts in group theory. We discuss the benefits of using this deceptively simple, toy-like puzzle in…
Descriptors: Algebra, Numbers, Computer Oriented Programs, Undergraduate Students
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Katrina Palmer; William Bauldry; Michael J. Bossé; Jaehee Post – PRIMUS, 2022
Most any students can explain the meaning of "a[superscript b]", for "a" [element-of] [set of real numbers] and for "b" [element-of] [set of integers]. And some students may be able to explain the meaning of "(a + bi)[superscript c]," for "a, b" [element-of] [set of real numbers] and for…
Descriptors: Mathematics Instruction, Mathematical Concepts, Secondary School Mathematics, College Mathematics
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Öçal, Mehmet Fatih; Simsek, Mertkan; Kapucu, Serkan – PRIMUS, 2021
The use of smartphones is increasingly gaining popularity in education. Students and teachers can determine scientific concepts using smartphones equipped with sensors such as Global Positioning System (GPS -- a navigation system that provides location information) and orientation (a device to measure coordinates according to a reference frame).…
Descriptors: Telecommunications, Handheld Devices, Measurement Techniques, Scientific Concepts
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Bossé, Michael J.; Cook, William J.; Castonguay, Joseph M. – PRIMUS, 2020
Following a line of inquiry regarding the exact number of real roots of a real polynomial, this investigation considers: Descartes' Rule of Signs, the Budan-Fourier Theorem, and versions of Sturm's Method in contrast with the approximate root count gleaned from graphing utilities. Online applets are provided to allow the reader to freely…
Descriptors: Mathematics Instruction, Mathematical Concepts, Concept Formation, Educational Technology