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Showing 361 to 375 of 526 results Save | Export
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Chahrour, Janet – Science Scope, 1994
Presents an activity using logic mystery stories that students solve by asking yes-or-no questions. Helps students discover the reasoning behind good questioning and provides for practice with instant feedback from the teacher. Includes sample stories. (MKR)
Descriptors: Educational Games, Junior High Schools, Logical Thinking, Problem Solving
Li, Rengen – Educational Technology, 1993
Discusses computer-based training (CBT) methods that emphasize an interactive learning environment but do not require video. Topics addressed include cognitive processes; different levels of interaction, including simulation or problem solving; the use of icons and buttons; hypertext; differences in learning styles; and thought-provoking…
Descriptors: Cognitive Processes, Cognitive Style, Computer Assisted Instruction, Computer Simulation
Overtoom-Corsmit, Ruth; And Others – Gifted Education International, 1990
The study examined methods of mathematical problem solving with 34 gifted and 34 average Dutch 10 year olds. Typical questioning protocols are diagrammed and results tabulated. Preliminary findings suggest the potential value of explicit teaching of advanced mathematical problem-solving skills to pupils of average ability. (DB)
Descriptors: Abstract Reasoning, Cognitive Development, Cognitive Processes, Foreign Countries
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Hughes, Rebecca; Monaghan, John; Shingadia, Eisha; Vaughan, Stephen – Teaching Mathematics and Its Applications: An International Journal of the IMA, 2006
What is a routine question? The focus of this paper is routine questions and time (in years) since a hitherto routine question was last attempted by the solver. The data comes from undergraduate students' work on solving two calculus questions. The data was selected for reporting purposes because it is well documented and because it threw up…
Descriptors: Undergraduate Students, Calculus, Student Evaluation, Questioning Techniques
Nelson, Kristen J. – Paul Chapman Publishing, 2007
This book provides a framework to help teachers connect brain-compatible learning, multiple intelligences, and the Internet to help students learn and understand critical concepts and skills. Educators will find internet-based activities that feature interpersonal exchange, problem-solving, and information gathering and analysis, plus…
Descriptors: Multiple Intelligences, Problem Solving, Brain, Information Literacy
Davis, Gary A.; And Others – 1969
Six experiments were conducted to determine whether idea checklists increased idea quantity and quality. College students were allowed 10 or 20 minutes or unlimited time to find ideas for product improvement problems. Results indicated that the only checklist which significantly stimulated productivity was composed of just seven general categories…
Descriptors: Check Lists, Cognitive Processes, Creative Thinking, Creativity Research
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Martorella, Peter H. – Social Studies, 1978
Presents a model for introducing inquiry and problem-solving into middle grade history classes. It is based on an educational approach suggested by John Dewey. The author uses the model to explore two seemingly contradictory statements by Abraham Lincoln about slavery. (AV)
Descriptors: Elementary Secondary Education, History Instruction, Models, Problem Solving
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Ellis, Arthur; Alleman-Brooks, Janet – Social Studies, 1977
Several examples are presented to illustrate possible methods for unobtrusively evaluating outcomes of problem-solving-oriented social studies learning. Evaluation techniques such as observation, interviewing, checklists, and self-awareness exercises are explained. (Author/JR)
Descriptors: Course Evaluation, Elementary Secondary Education, Evaluation, Evaluation Methods
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Campbell, Lloyd P. – Social Studies, 1977
The purpose of this article is to use the vehicle of a controversial issue--abortion--as a means of illustrating the advantages of teaching such issues through a problem-solving method. Discussion ideas and resources are presented. (Author/JR)
Descriptors: Abortions, Controversial Issues (Course Content), Learning Activities, Problem Solving
Sheingold, Karen – School Library Media Quarterly, 1987
Discusses the development of inquiry skills as a legitimate goal for education and possible ways of using technology to support the inquiry process in classrooms. Three elements of inquiry are examined--how inquiry can be motivated, the centrality of questioning, and metacognitive aspects--and examples of classroom projects are given. (EM)
Descriptors: Decision Making Skills, Elementary Secondary Education, Inquiry, Learning Strategies
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Easterday, Kenneth E.; Clothiaux, Clara A. – Arithmetic Teacher, 1985
The contribution to learning that can be made by students' questions is considered. Some questions asked by middle school students and the activities selected by the teacher to answer their questions are presented. Questions involve predicting, judging reasonableness, measuring, finding an average speed, and multiplication. (MNS)
Descriptors: Elementary Education, Elementary School Mathematics, Learning Activities, Mathematics Instruction
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Pendergrass, R. A.; Hodges, Marlis – American Annals of the Deaf, 1976
Descriptors: Deafness, Elementary Secondary Education, Exceptional Child Research, Hearing Impairments
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Denney, N. W.; And Others – Human Development, 1979
Investigates the effect of various strategy-modeling techniques on the performance of both young children and elderly adults on the 20 Question Task. (Author/MP)
Descriptors: Age Differences, Cognitive Development, Elementary School Students, Older Adults
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Van Gorder, Bethany Lyn – Voices from the Middle, 2003
Explains the process of focusing on one critical reading strategy--questioning. Notes that the teacher first modeled questioning while reading a book aloud. Concludes that as students become full participants in questioning, they understand new vocabulary, enjoy reading, and solve their problems. (PM)
Descriptors: Independent Reading, Inferences, Middle Schools, Problem Solving
Onslow, Barry – Focus on Learning Problems in Mathematics, 1988
Presented are examples of how the terminology used in typical rate questions is misunderstood by a large proportion of students. Explanations based on both interviews and paper-and-pencil tests are given as to why this phenomenon exists. (MNS)
Descriptors: Concept Formation, Educational Research, Interviews, Mathematics Instruction
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