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Peer reviewedSchmalz, Rosemary – Arithmetic Teacher, 1981
Efforts directed to emphasizing problem solving and using the immediate environment to create problem situations are described. Teachers are urged to incorporate problem-solving activities in their instruction. (MP)
Descriptors: Elementary Education, Elementary School Mathematics, Grade 6, Mathematical Applications
Peer reviewedWales, Charles E. – Journal of College Science Teaching, 1981
Describes aspects of Guided Design, a recent instructional strategy designed to teach process skills, in which students engage in the decision-making process to devise solutions for a series of open-ended problems. (CS)
Descriptors: College Science, Grouping (Instructional Purposes), Higher Education, Individual Differences
Buxton, Laurie – Mathematics Teaching, 1980
The author discusses mathematics problems given to a group of primary teachers studying properties of numbers. Using a milk crate and bottles as a problem, the teachers diverted to exploring extrapolations. (MP)
Descriptors: Elementary School Mathematics, Elementary Secondary Education, Games, Mathematics Education
Peer reviewedGallagher, James Joseph – School Science and Mathematics, 1979
A list of five broad skill areas common to science and mathematics is presented and discussed. Also considered are the learning and teaching of basic skills. (MK)
Descriptors: Basic Skills, Content Area Reading, Elementary Secondary Education, Interdisciplinary Approach
Greeno, James G.; Hall, Rogers P. – Phi Delta Kappan, 1997
Discusses the process of learning to construct and interpret representations from a social practice perspective. If students need to construct tables and graphs to complete a project report in mathematics or science, they can learn to consider whether these forms are effective at communicating important information. If students merely complete…
Descriptors: Communication Skills, Elementary Secondary Education, Graphs, Learning Activities
Peer reviewedLeitze, Annette Ricks – Teaching Children Mathematics, 1997
Describes two approaches to connecting literature and problem solving with mathematics. One approach is to focus on a particular strategy of problem solving, then find a storybook related to the strategy. Another approach is to find a favorite children's book and develop the problem-solving portion of the lesson from the book. A resource list and…
Descriptors: Childrens Literature, Educational Change, Elementary Education, Interdisciplinary Approach
Peer reviewedKemp, R. H.; Stewart, T.; Fung, I. P. W.; Orban, B. – Interactive Learning Environments, 2002
There is evidence to suggest that mature students learn particularly effectively in a problem-solving environment, and that they appear to be especially responsive to analogies and metaphors. Three examples are given of domains where the student has to convert a formulation into an equivalent diagram. Arguably, the process of performing this…
Descriptors: Adult Education, Adult Students, Cognitive Processes, Comprehension
Peer reviewedVan Dooren, Wim; Verschaffel, Lieven; Onghena, Patrick – Journal of Mathematics Teacher Education, 2003
Investigates the arithmetic and algebra word problem-solving skills and strategies of future primary and secondary school teachers. Describes the evolution of these skills and strategies from the beginning to the end of teacher education. Indicates that, in the education of preservice primary and secondary school teachers, there is need for an…
Descriptors: Algebra, Arithmetic, Elementary Secondary Education, Foreign Countries
De Cesare, Christie – Active Learner: A Foxfire Journal for Teachers, 2002
An English-as-second-language teacher feels that everyone has creativity and imagination, and the teacher's role is to nurture those qualities. Drawing on the Foxfire core practices, she acknowledges and reinforces those moments when learners reveal their own unique insights into learning, and she facilitates exploratory and innovative thinking…
Descriptors: Active Learning, Creative Thinking, Creativity, Educational Practices
Peer reviewedUsnick, Virginia E.; Lamphere, Patricia M. – Arithmetic Teacher, 1990
Three activities which require a calculator with integer division capabilities are presented. In each activity, procedures and questions for discussion are included. Game boards, samples, and answers are included where appropriate. (CW)
Descriptors: Arithmetic, Calculators, Educational Games, Educational Technology
Peer reviewedLyon, Betty Clayton – Arithmetic Teacher, 1990
One method of making magic squares using a prolongated square is illustrated. Discussed are third-order magic squares, fractional magic squares, fifth-order magic squares, decimal magic squares, and even magic squares. (CW)
Descriptors: Arithmetic, Creative Thinking, Educational Games, Elementary Education
Peer reviewedRobblee, Karen M. – Science Teacher, 1991
Described is a team assignment where groups of students work on stoichiometry problems that apply to the real world. Teams of students act as chemical companies that have orders to fill for a customer. Included are the details of the customer order, student participation, and the evaluation procedure. (KR)
Descriptors: Chemical Industry, Chemistry, Cooperative Learning, Mathematical Applications
Peer reviewedLauth, Gerhard W.; Wiedl, Karl H. – International Journal of Disability, Development and Education, 1989
The historical development of special education in Germany is summarized. Four cognitive teaching methods for special education are described: cognitive behavior modification with a focus on problem solving and metacognition, intelligence training based on inductive thinking, application of Piagetian concepts, and dynamic testing. (Author/JDD)
Descriptors: Behavior Modification, Cognitive Processes, Disabilities, Educational History
Peer reviewedFriedberg, Stephen H. – American Mathematical Monthly, 1990
That the principal axis theorem does not extend to any finite field is demonstrated. Presented are four examples that illustrate the difficulty in extending the principal axis theorem to fields other than the field of real numbers. Included are a theorem and proof that uses only a simple counting argument. (KR)
Descriptors: Algebra, College Mathematics, Equations (Mathematics), Higher Education
Peer reviewedWhittaker, Joe – American Mathematical Monthly, 1990
Presented is an example of a question that can be used to investigate probability and random triangles. Included is the question, analysis, and procedure for solving the question. (KR)
Descriptors: Calculus, College Mathematics, Equations (Mathematics), Higher Education


