Using this inquiry-based process allows the teacher and librarian to assign mystery topics to individual students so they can conduct independent research on high-interest subjects. The book provides the tools and strategies teachers and librarians need to help students think and rethink methods of gathering and organizing information to solve…

Determines effect of a process-oriented science curriculum on students' (N=83) ability to transfer and utilize problem-solving skills, and the relation of basic and integrated processes to the development of those skills. Discusses methodology and implications for teaching problem solving, stressing the need for process-oriented curricula.…

Students in Grades six, seven, and eight were asked to integrate existing information and initially unknown answers to prose-related questions for answering superordinate questions. Results suggest that grade level development of hypothetico-deductive skills interacts with instructional prompt levels and that these skills are essential to…

Reports results of a study examining the effectiveness of microcomputers as aids in developing problem-solving skills. Group dynamics of students working with microcomputers was also explored, as well as the effectiveness of this instructional aid with students of varying abilities. (CS)

Describes the Critical Issues Forum, a multidisciplinary program designed to encompass computer technology, current global issues, and effective teaching and learning practices. Features open-ended, collaborative activities that deal with current, real-world issues. Discusses analysis of the issues and integrating technology. (JRH)

Presents ways to stimulate teachers to try several techniques for having students write their own problems and verify their meanings with others to become effective mathematics problem solvers. These techniques include sharing self-generated problems in a Mathematician's Circle and publishing problems on worksheets. (PVD)

Presents an activity on reading data from a table, estimation, computation, and 15 questions about the activities and their solutions. (ASK)

Describes two elementary teachers' efforts to adapt and implement cooperative learning strategies to meet urban second graders' educational needs. The teachers divided students into groups and created jobs and a system of accountability. Students viewed videotapes of their group activities and evaluated themselves. (SM)

Discussed is a way to develop an integrated unit based on a fictional book. An example for constructing a unit is included as well as activities from units that consider birds, volcanoes, and measurement. Each unit contains a summary, topic areas, content-related words, activities, related books and references. (KR)

Students are to learn an explicit definition for fractions and then use it to illustrate and solve problems. All computations involve whole-number operations, and may be used with students in grades five-nine. Two transparencies and four worksheets are included. (MNS)

Explains a science project conducted by the Boston Museum of Science to provide enrichment activities through an interaction between children and scientists. Provides information on the packets of creative problem-solving experiences, a description of the program, the culminating event, and joining procedures. (RT)

Describes a new system for teaching architectural education known as Architectural Design Education. States that this system, developed by Anne Taylor and George Vlastos, introduces students to the problem solving process, integrates creative activities with traditional disciplines, and enhances students' and teachers' ability to relate to their…

Presents a project-based curriculum, Foundations of Science (FOS), that integrates the physical and biological sciences. Consists of three years of integrated science based on: integrating science disciplines, project-based science, inclusion of authentic problems, and routine uses of technology. (nine references) (JRH)

Discusses possible approaches to solving the problem of how many different triangles can be formed on an n x n geoboard and the different geometric concepts utilized to formulate a solution. Approaches include counting strategies, writing a computer program, and using difference equations. (MDH)

Presents two worksheets that ask students to count and classify the triangles that can be formed with a given total number of toothpicks or a given number of toothpicks for one side of the triangle. A third worksheet asks students to identify patterns observed during the investigations. Provides reproducible worksheets. (MDH)