Describes a minicourse on experimental hypotheses. The courses which treats the investigative nature of biology as a major theme, teaches nonrigorous problem-solving and engenders the excitement of self-discovery. Manipulation of variables in relation to controls, the principles of deduction and induction, and their application to selected…

The needs of above-average junior high school students are discussed. A set of 'daily twisters,' or problems of various types, were collected, and examples are noted. Recommendations on content and pedagogy are described. (MNS)

To identify the most effective teaching strategies for use with Cree-speaking children, 1six student teachers taught lessons in 25 grade one-four classrooms in eight northern Manitoba schools using six strategies organized under four major approaches. Most effective were group problem solving at elementary levels and individual assignments at…

One of the hot topics in education in the past 10 years has been the shift of the role of the educator. Whereas, he has traditionally been the owner and deliverer of the knowledge (Sage on the stage), now his role is shifting to a guide and facilitator (guide by the side). The purpose is to give the students ownership in their own learning…

This text explores teaching techniques and adaptations that have proven effective in teaching mathematics concepts and skills to students with learning disabilities. This fourth edition, consistent with the standards developed by the National Council of Teachers of Mathematics, 2000, continues to emphasize problem solving, number sense, student…

The second volume of the 24th annual conference of the International Group for the Psychology of Mathematics Education contains full research report papers. Papers include: (1) "What you see is what you get: The influence of visualization on the perception of data structures" (Dan Aharoni); (2) "Exploring the transparency of graphs and graphing"…

The third volume of the 24th annual conference of the International Group for the Psychology of Mathematics Education contains full research report papers. Papers include: (1) "Mathematics classrooms functioning as communities of inquiry: Possibilities and constraints for changing practice" (Susie Groves, Brian Doig, and Laurance Splitter); (2)…

Educators and learners have diverse thinking style preferences. Recognition of this difference in preferences is very important in the design of a curriculum and the way it is taught. Educators are often unaware of the way learners think and learn. Cataloging and classification can only be taught effectively if the diversity in thinking style is…

Environmental education is the study of human interaction with the environment and is linked with experiential education. Lists goals of environmental education, why experiential methods should be used, how to introduce these methods and some existing programs using experiential methods. (LC)

Suggesting, from the results of an information study, that a dichotomy exists between learning physics and passing physics courses, explores the consequences of the dichotomy for standard lecture format and Personalized System of Instruction courses. Includes discussions of student responses to problem-solving approaches, textbook study, and…

Discusses the role of Mexican immigration and Mexican-origin worker communities in the United States economic system; census data showing the unequal status and education of Mexican origin students; and methods to implement educational principles. Available from Centro de Publicaciones, Department of Chicano Studies, California State University,…

Described is Xavier University of Louisiana Piagetian-based general chemistry program. Laboratory experiments are in the learning cycle format and place emphasis on learning by doing. Aspects of the curriculum described include synopses of content covered, laboratory-preceding lectures, list of laboratory experiments covered, and evaluation of the…

Describes a dental teaching strategy that promotes acquisition of psychomotor skills through use of metacognition and problem-solving. In five steps, questions are asked to guide the learner through a sequence of discriminations leading to recognition of problems and solutions. Clearly defined criteria in a sequence reflecting procedure are…

Presents an extended activity consisting of a sequence of tasks organized so that students can visit several mathematical concepts concurrently and explore connections among them. Students build solids using bendable straws to form the skeletons of various polyhedra. Topics covered include tables and charts, algebraic expressions, surface area,…

A Dutch study compared the clinical diagnostic skills of 612 medical students educated at schools with problem-based, integrated, or conventional curricula. Students responded to 30 case histories epidemiologically representative of Dutch society and all organ systems. Students trained within problem-based and integrated curricula made more…