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Crank, Joe N. – Academic Therapy, 1988
To improve problem-solving skills of learning-disabled students, five attributes of problem solution are outlined: the solution's permanence, starting time, length of time required, ease of implementation, and creation of additional problems. Based on these attributes, a structured method for rating and choosing solutions to personal or social…
Descriptors: Decision Making Skills, Elementary Secondary Education, Learning Disabilities, Logical Thinking
Snyder, Kathleen – Academic Therapy, 1988
RIDGES is a mnemonic device designed to give upper elementary and high school students a structure to follow when solving word problems. RIDGES stands for Read the problem; I know statement; Draw a picture; Goal statement; Equation development; and Solve the equation. (VW)
Descriptors: Elementary Secondary Education, Learning Strategies, Mathematics Instruction, Mathematics Skills
Peer reviewedFelton, Randall G.; Allen, Rodney F. – Social Education, 1986
This exercise shows how to turn the expository treatment of a topic or event into a mystery or puzzling situation that students are asked to solve. Once a puzzle is presented, students may pose only questions that can be answered yes or no. Three sample lessons are included to illustrate the process. (JDH)
Descriptors: Basic Skills, Concept Teaching, Inquiry, Junior High Schools
Buehner, Linda J.; Lucas, Virginia H. – B. C. Journal of Special Education, 1986
A three-step process for teaching situational problem-solving and critical thinking to learning disabled adolescents is described: (1) Motivation (recognizing the problem and the importance of solving it); (2) Association (relating the problem to similar past situations); (3) Processing (identifying possible solutions and choosing the most…
Descriptors: Adolescents, Cognitive Style, Critical Thinking, Learning Disabilities
Peer reviewedMonaco, Theresa M.; Georgiades, William Den Hartog – Roeper Review, 1986
Teachers have successfully used three Principles of Teacher Training (Curry Sato, 1984) as guidelines for identifying and solving instructional problems with gifted students. Teaching styles were changed through training, which was (1) reinforced through appropriate materials; (2) attempted to meet participants' specific needs; and (3) was…
Descriptors: Case Studies, Cognitive Style, Elementary Secondary Education, Gifted
Peer reviewedBrown, Lisbeth J. – Childhood Education, 1986
Maintains that children's thinking skills can be developed and improved through discussions of children's literature. Provides suggestions of how teachers can help students to develop their thinking through questioning techniques and children's literature. Also presents various teaching strategies involving learning activities that allow students…
Descriptors: Books, Childrens Literature, Cognitive Processes, Elementary Education
Peer reviewedWatkins, Ann E. – Mathematics Teacher, 1986
The regression effect is discussed, with examples from tests and from data on heights. Several problems to use in teaching about regression are included. (MNS)
Descriptors: College Mathematics, Higher Education, Mathematics Instruction, Problem Solving
Peer reviewedThaeler, John S. – Mathematics Teacher, 1986
A general model for solving algebra word problems requiring a linear solution in one variable is described. A step-by-step approach is illustrated, with a worksheet included. (MNS)
Descriptors: Algebra, College Mathematics, Higher Education, Mathematical Applications
Peer reviewedWillcutt, Bob – Arithmetic Teacher, 1987
Students are asked to find different tiles that could be manufactured and show how a particular tile can be used to cover a floor. Thus, tessellations are explored. (MNS)
Descriptors: Elementary Education, Elementary School Mathematics, Geometric Concepts, Learning Activities
Peer reviewedSloyer, Clifford W.; And Others – Mathematics Teacher, 1985
The mathematical content involved in self-teaching enrichment models for students in grades 8-12, the pedagogy employed in a summer institute for such students, and the results obtained are presented. (MNS)
Descriptors: Gifted, Mathematical Enrichment, Mathematics Instruction, Problem Sets
Peer reviewedLangford, Peter E. – Educational Studies in Mathematics, 1986
An alternative explanation is presented for the pattern of relative difficulty of arithmetical word problems to that suggested in a 1983 article. It is argued, that for many problems, much of the symbolic manipulation is accomplished externally, not internally. (MNS)
Descriptors: Educational Research, Elementary Education, Elementary School Mathematics, Mathematical Models
Norman, Geoffrey R.; And Others – Journal of Instructional Development, 1985
Reviews five simulation methods used in medical and health science education: oral examinations, live simulated patients, mannequins, and written and computer-based simulations. Each type of simulation is discussed relative to its fidelity, reliability, validity, learning, and feasibility. (MBR)
Descriptors: Academic Achievement, Allied Health Occupations Education, Higher Education, Medical Education
Melancon, Jan G. – Math Notebook, 1985
Discusses the development of visual thinking in students. Also presents a strategy that incorporates visualization exercises within the framework of traditional mathematics. The technique appears successful for students studying geometry, fractions, and problem solving. Visualization abilities increase understanding and therefore give students…
Descriptors: Cognitive Ability, Cognitive Development, Geometry, High Schools
Peer reviewedOzias, Janice M.; Peterson, Fred L. – Journal of School Health, 1984
There is a need for effective consumer health education in the schools that focuses on transmission of information, development of decision-making skills, and offers opportunities for practical application. An approach to facilitate the development of a self-care practicum experience in consumer health that makes use of the resources of the school…
Descriptors: Consumer Education, Health Education, Problem Solving, School Health Services
Peer reviewedLauritzen, 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


