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Peer reviewedFoss, Alan S.; Geurts, Kevin R.; Goodeve, Peter J.; Dahm, Kevin D.; Stephanopoulos, George; Bieszczad, Jerry; Koulouris, Alexandros – Chemical Engineering Education (CEE), 1999
Discusses a program that offers students a phenomenon-oriented environment expressed in the fundamental concepts and language of chemical engineering such as mass and energy balancing, phase equilibria, reaction stoichiometry and rate, modes of heat, and species transport. (CCM)
Descriptors: Chemistry, Energy, Higher Education, Models
Peer reviewedFord, Nigel; Miller, Dave; Booth, Andrew; O'Rourke, Alan; Ralph, Jane; Turnock, Edward – Journal of Documentation, 1999
Discusses evidence-based decision making; describes techniques to support evidence-based retrieval in the field of medicine which emphasize the retrieval and application of high quality knowledge to solve real-world problems; and considers the transferability of evidence-based information seeking to other fields. (Contains 69 references.) (LRW)
Descriptors: Decision Making, Information Retrieval, Information Seeking, Problem Solving
Sakshaug, Lynae E. – Illinois Mathematics Teacher, 1997
Discusses ways of using six literature books to study mathematics in which students read about mathematics in the context of literature to explore problems embedded in the context of a story. (ASK)
Descriptors: Elementary Education, Integrated Activities, Literature, Mathematics Education
Peer reviewedGrandgenett, Neal; Grandgenett, Don – Innovations in Education and Teaching International, 2001
Discusses the use of electronic mail within the general resolution and management of administrative problems and emphasizes the need for careful attention to problem definition and clarity of language. Presents a research-based five-step model for the effective use of electronic mail based on experiences at the University of Nebraska at Omaha.…
Descriptors: Administrative Problems, Conflict Resolution, Electronic Mail, Higher Education
Dubinsky, Ed; McDonald, Michael A.; Edwards, Barbara S. – Mathematical Thinking & Learning: An International Journal, 2005
In this article we propose the following definition for advanced mathematical thinking: Thinking that requires deductive and rigorous reasoning about mathematical notions that are not entirely accessible to us through our five senses. We argue that this definition is not necessarily tied to a particular kind of educational experience; nor is it…
Descriptors: Problem Solving, Thinking Skills, Mathematics Skills, Mathematics Instruction
Bleakley, Alan – Teaching in Higher Education, 2004
While there is agreement that creativity is central to teaching, learning and curriculum in higher education, what is meant by creativity is not always clear. The term is often employed uncritically, in the singular, and is reified. Where creativity is used with specificity, this is often over-determined, so that the term remains limited to…
Descriptors: Creativity, Instructional Innovation, Classification, Models
Peer reviewedHewitt, Paul G. – Science Teacher, 2006
Three sample physics problems are presented in this article. The solutions to the three problems addresses a major student difficulty in problem solving--knowing where to begin. The first suggested step is to begin by stating what is asked for. Step 2 is identifying the fundamental physics that underlies the problem situation. Step 3 is isolating…
Descriptors: Teaching Methods, Physics, Scientific Methodology, Problem Solving
Peer reviewedBeckers, Jozef L. – Journal of Chemical Education, 2005
The student results are presented for the determination of vanillin in a vanilla extract as part of a problem-solving approach. The determination of the vanillin concentration in the Dutch product "Baukje vanilla extract" is described.
Descriptors: Chemistry, Science Experiments, Undergraduate Study, Undergraduate Students
Peer reviewedMartinex-cruz, Armando M.; Mclister, Ron; Gannon, Gerald E. – Mathematics Teacher, 2004
Students should be given an opportunity to explore and conjecture with the help of new technology to become good problem solver. Ron Mclister, while using the Geometer's Sketchpad to explore the Pythagorean theorem, came upon a nice result about the relationship of some geometrical patterns.
Descriptors: Geometry, Geometric Concepts, Problem Solving, Mathematics Education
Peer reviewedPandiscio, Eric A – Mathematics Teacher, 2004
Students solve a geometric problem of measuring polygons with the help of proportional reasoning. Thus the importance of conceptual reasoning is emphasized as a highly efficient technique for teaching and strengthening mathematical content.
Descriptors: Geometric Concepts, Geometry, Thinking Skills, Problem Solving
Peer reviewedFord, Roger – Mathematics Teacher, 2004
A Mandelbrot mathematical set is an object with endless borders, and in the present exercise a graphing calculator is used to identify and examine the set points. The significance and power of technology is also displayed in the understanding and solving of problems.
Descriptors: Graphing Calculators, Geometry, Mathematics Instruction, Teaching Methods
Peer reviewedSodhi, Amar – Mathematics Teacher, 2004
The way in which a mathematical problem was used as a vehicle to introduce the joy of mathematical research to a high school student is demonstrated. The student was interested in learning about other classical problems delighting an eager high school student.
Descriptors: Mathematics Education, High School Students, Problem Solving, Student Motivation
Peer reviewedBrilleslyper, Michael A. – Mathematics Teacher, 2004
Application of quadratic equations to standard problem in chemistry like finding equilibrium concentrations of ions in an acid solution is explained. This clearly shows that pure mathematical analysis has meaningful applications in other areas as well.
Descriptors: Equations (Mathematics), Algebra, Problem Solving, Chemistry
Peer reviewedBritton, Barbara; Tayeh, Carla – Teaching Children Mathematics, 2005
A mathematical problem is presented. Teachers are advised to spend time discussing the problem with their students, but they should avoid giving them too much guidance.
Descriptors: Problem Solving, Mathematics Teachers, Discussion (Teaching Technique), Teacher Guidance
Peer reviewedCook, Elzbieta; Cook, Stephen L. – Journal of Chemical Education, 2005
The cross-proportion method allows both the instructor and the student to easily determine where an error is made during problem solving. The C-P method supports a strong cognitive foundation upon which students can develop other diagnostic methods as they advance in chemistry and scientific careers.
Descriptors: Problem Solving, Error Patterns, Teaching Methods, Chemistry

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