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Oremland, Lucy S.; Szabo, Csilla – PRIMUS, 2022
In this paper, we present an overview of a series of 1-credit applied problem solving courses. The goal of these courses was to help students develop their oral and written communication skills, ability to work as a team, and general problem solving skills through preparation and participation in the Mathematical Contest in Modeling (MCM) and…
Descriptors: Interdisciplinary Approach, Problem Solving, Active Learning, Student Projects
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Starling, James K.; Povich, Timothy J.; Findlay, Michael – PRIMUS, 2016
We describe a modeling project designed for an ordinary differential equations (ODEs) course using first-order and systems of first-order differential equations to model the fermentation process in beer. The project aims to expose the students to the modeling process by creating and solving a mathematical model and effectively communicating their…
Descriptors: Undergraduate Study, College Mathematics, Mathematics Instruction, Equations (Mathematics)
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Massetti, Greta M.; Crean, Hugh; Johnson, Deborah; DuBois, David; Ji, Peter – Journal of Research in Character Education, 2009
Interventions that aim to promote social competence, reduce problem behavior, and improve school climate are common at all levels of schooling. This whole-school focus, coupled with researchers' concerns about contamination or spillover effects in evaluations that randomly assign classrooms or students to conditions, as well as advances in…
Descriptors: Intervention, Prevention, Recruitment, Interpersonal Competence
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Fenton, Richard J.; Gardner, John; Singh, Sandeep – Education Economics, 2001
Recent public higher education spending cuts have often been matched by tuition increases, resulting in possible declines in college graduates and in personal income tax receipts. Applying a net present-value model to quantify New York State data suggests that potential revenue losses quickly dwarf short-term budgetary savings. (Contains 21…
Descriptors: College Graduates, Educational Finance, Financial Problems, Higher Education
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Lutzer, Carl V. – PRIMUS, 2005
Students sometimes have difficulty in mathematics because they solve problems mechanically, without understanding the ideas represented by their equations. This brief note provides mathematics instructors with ideas for rectifying this fundamental flaw in students' paradigm of problem solving. (Contains 1 footnote.)
Descriptors: Numeracy, Thinking Skills, Computation, Teaching Methods