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Smith, Joseph R.; Snapp, Bart; Madar, Savva; Brown, Jonathan R.; Fowler, Jim; Andersen, Maeve; Porter, Christopher D.; Orban, Chris – PRIMUS, 2023
We present a free student-facing tool for creating 3D plots and smartphone-based virtual reality (VR) visualizations for STEM courses. Visualizations are created through an in-browser interface using simple plotting commands. Then QR codes are generated, which can be interpreted with a free smartphone app, requiring only an inexpensive Google…
Descriptors: STEM Education, Telecommunications, Handheld Devices, Computer Simulation
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Bishop-Clark, Cathy; Hurn, Janet; Perry, Stacey Adams; Freeman, Mary Beth; Jernigan, Mike; Wright, Frank; Weldy, Nick – Journal of Career and Technical Education, 2010
A university and a career technical education (CTE) center joined forces to offer dual credit courses. Two institutions worked together to create and implement five different dual credit courses in the areas of physics and mathematics. This paper presents two major findings. First, results of the student's evaluations of their dual credit…
Descriptors: Vocational Education, Dual Enrollment, College School Cooperation, Partnerships in Education
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Quesada, Antonio; Einsporn, Richard L.; Wiggins, Muserref – International Journal for Technology in Mathematics Education, 2008
The purpose of this study was to determine if the use of a graphical teaching and learning approach via the graphing calculator enhances students' understanding of the formal definition of limit. College students in six sections of Calculus I participated by completing a test prior to the introduction of the definition, and completing a second…
Descriptors: Graphing Calculators, Calculus, Conventional Instruction, College Students
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Groetsch, C. W. – PRIMUS, 2005
An aspect of the long history of the struggle to quantify motion is briefly traced through three extended problem sets suitable for use in first year calculus courses. The sketch culminates with an application of simple mathematics to one of the most current problems in the theory of the universe. (Contains 2 figures.)
Descriptors: Problem Sets, Calculus, Motion, College Mathematics