This article seeks to provide researchers and practitioners in laboratory education, particularly those involved in the curriculum design and implementation of teaching laboratories at university level, with a conceptual framework and a working model for an integrated assessment of learning domains, by attending to a more holistic approach to…

Preserving and enhancing the quality of the human environment requires holistic approaches to problems. Educators should encourage multi-disciplinary thought in the classroom. One area that has great potential for strengthening the integrative aspects of education is geography. (RM)

Problem-based learning (PBL) is an experiential form of learning centered around the collaborative investigation and resolution of "messy, real-world" problems. This book offers opportunities to learn about problem-based learning from the perspectives of teachers, students, parents, administrators, and curriculum developers. Chapter 1 tells…

This article recommends a holistic approach to student problems in mathematics. Teachers need to be aware of all paradigms (e.g., developmental, behaviorist, psychoanalytic) explaining causes of problems in mathematics. Examples of misunderstandings resulting from insufficient knowledge, insufficient mathematical vocabulary, and overgeneralization…

Suggests a model for teaching mathematics with three dimensions: facts and skills, understanding, and problem solving. Geometric examples are used to illustrate each dimension and suggestions for integrating the teaching of the three dimensions are given. (PK)

Recommends the use of concealed images as tools for teaching geography. Suggests that images be used as examples of geographers' search for spatial regularities, metaphors for the quasi-religious quest for scientific truth, and fallibility of scientific citation. Argues that the purpose of geography becomes palpable to students when the concealed…

This paper provides a brief overview of some of the current thought on teaching problem-solving and decision-making skills and presents selected exercises that have been used successfully in a graduate course in problem-solving and decision-making strategies. In addition to learning theories that are presented in order to help learners understand…

Presents two teaching ideas for mathematics instruction. The first employs "mind maps" as a method to help students learn, record, and recall mathematical information. Provides examples for solving quadratic equations and complex numbers. The second discusses two ways to find the average speed during a trip employing differing constant…

The aim and focus of holistic learning is making connections, e.g., connections between subjects or between thinking and intuition. Integrated studies implies a holistic approach to learning and a curriculum that has the capacity to combine three positions on the function of schooling: transmission of facts, skills, and values; transaction or…

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)

Maintains that the science/technology/society movement (STS) is a megatrend in science education. Explains that STS takes a holistic, problem-solving approach toward teaching science, one that is student oriented and much more accessible than traditional approaches. Lists tables that contrast STS and traditional classes. (DB)

Discusses factors that influence the shapes of houses built in different cultures. Poses the problem of building a house with optimal floor space given a fixed amount of material for the walls. Discusses students' findings, questions raised during group discussions, and mathematical concepts utilized to solve the problem. (MDH)

Suggests that the story of humanity can be presented as human groups solving the basic problems of human existence throughout time. Contends that delineating this basic theme of history can present students with a coherent view of history. Links the individual's story to the broader view and presents a teaching unit that conceptualizes this…

Presents a unit to review geometric concepts and problem solving by having students work cooperatively to discover geometric shapes constructed from two congruent right triangles obtained from cutting a rectangle along its diagonal. Students report their findings both orally and in writing. (MDH)

Discusses how children's books can engage students in communicating mathematical ideas. Describes situations in which teachers use literature as a stimulus for thinking, listening, writing, speaking, and reading about mathematics. (12 references) (MDH)