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Ely, Robert E.; Cohen, Jessica Strowbridge – Mathematics Teaching in the Middle School, 2010
It is important to use rich problem-solving tasks to develop students' understanding of important mathematical ideas (NCTM 2000). Rich tasks are complex, nonalgorithmic, and nonroutine, requiring reasoning, problem solving, and communication of thinking. Evidence has shown that using rich tasks in student-centered classrooms is especially…
Descriptors: Feedback (Response), Probability, Discussion (Teaching Technique), Problem Solving
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Kenyon, Glenn C. – Mathematics Teaching in the Middle School, 2008
This article provides the rationale for using Fermi questions with eighth graders studying algebra. It describes the students' reaction to such questions as well as their thinking processes and solutions to questions posed to them by their teacher. (Contains 1 figure.)
Descriptors: Algebra, Student Reaction, Thinking Skills, Grade 8
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Lauritzen, Carol – Arithmetic Teacher, 1985
Discusses the "Every Pupil Response" (EPR) strategy and its use in teaching basic facts, problem-solving, place value, and fractions. Basically, the technique involves children responding simultaneously to a question by holding up a card, using parts of their bodies, or stick figures. Advantages of EPR are noted. (JN)
Descriptors: Elementary Education, Elementary School Mathematics, Fractions, Mathematics Education
Ness, Jean E. – Academic Therapy, 1989
Issues that face learning-disabled students and their parents during the transition from a secondary to a postsecondary setting are explored, and recommendations are offered for consideration in resolving problems during this period. (JDD)
Descriptors: College Students, High Schools, Learning Disabilities, Parent Attitudes
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Pearson, Erica – Gifted Child Today Magazine, 1996
Five problem-based learning activities tested by fourth-grade gifted students are suggested. Each open-ended problem is intended to be worked on by a small group for 30 minutes. Student reactions are quoted and analyzed, noting that students became more willing to take risks, test the properties and limits of their materials, and learn from their…
Descriptors: Cooperative Learning, Creative Development, Creative Thinking, Creativity
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Buxkemper, Andra C.; Hartfiel, D. J. – International Journal of Mathematical Education in Science and Technology, 2003
There is no common agreement on the meaning of the word "understand". However, there is agreement on what students should be able to do with material they understand. Bloom et al. discuss kinds of tasks a student should be able to do, provided that the student understands. In a similar way, Biggs and Collis provide a taxonomy intended to evaluate…
Descriptors: Mathematics Instruction, Comprehension, Communication Skills, Mathematics Education
Jorgensen, Karen; Brown, Cynthia Stokes – 1992
This curriculum guide for secondary school teachers addresses issues causing interethnic tension and conflict, highlights them through dialogue, and is designed to help students understand the origins of their attitudes toward other groups. An introductory section ("Notes to the Teacher") describes the need for the curriculum, explains…
Descriptors: Classroom Techniques, Conflict Resolution, Culture Conflict, Curriculum Guides