Suggests math activities for elementary students that are designed to strengthen problem-solving, computation, and calculator skills by revolving around the real-life situation of a picnic. The article suggests designing a class project to plan and carry out a class picnic, stressing the use of mathematics and calculators. (SM)

Summarizes studies postulating that advanced materials taught in multiple, nonlinear, and situationally dependent ways result in learning that encourages transfer and more agile use of data. Illustrates how microcomputer technology can be used to provide learning opportunities that are consistent with these goals. (JOW)

Discusses the importance of effective listening and problems in the listening process. Presents a matrix evaluating 18 listening inventories on 8 criteria: cost effectiveness, educational use, business use, reliability, validity, adult audience, high school audience, and potential barriers. (JOW)

Teaching/learning trends include (1) incremental (information explosion); (2) stationary (biology of cognitive processes); and (3) iterative (recurring debates over teaching methods). Effects are externalization of knowledge structures, the importance of "importance," and instructional "enabling," failure of teachers and students to confront real…

Presented are five scenarios of how division might be introduced to a class of third graders using experiences with the concept, process, and symbolism of division rather than algorithms. Instruction that makes problem solving the emphasis of students' learning is described. (KR)

This article offers suggestions for incorporating cognitive principles into mathematics instruction for students with disabilities, such as identifying underlying concepts and relationships and teaching them explicitly, and presenting instruction from a problem-solving perspective. A checklist is provided for determining whether or not…

Examines academic performance as a function of the variables labeled type of presentation (traditional vs. Africentric) of the Wason task of logical reasoning and type of rule (positive vs. negative). Findings collected from 195 black college students are discussed as being supportive of the Africentric cultural models concerning black learning…

Describes the use of a weekly blackboard session as a way to improve instruction in an organic chemistry lecture. The instructor writes problems on the board and either alone or in groups, students write the answers on the board. Later, they explain their solutions to the class. (PR)

Recommends utilizing biochemistry problems to develop students' abilities to clearly identify the relevant questions hidden in problematic situations and to select the information required to solve them. This procedure is highly motivating and offers students a tool for evaluating their achievements. (Author/CCM)

Marbles were successfully used to help primary students develop concepts of motion. Marble-unit activities began with shaking and rattling inference bags and predicting by listening just how many marbles were in each bag. Students made qualitative and quantitative observations of the marbles, manipulated marbles with a partner, and observed…

Investigates the effects of an instructional intervention derived from the Garofalo and Lester cognitive-metacognitive framework on the problem-solving performance of year six students with different ability levels. Concludes that there was significant improvement in problem-solving performance for the experimental class compared to the control…

Describes a typical fifth-grade mathematics lesson as taught in a Japanese elementary school, followed by a reflective commentary focused on problem solving, using manipulative aids, and multiple solutions. (ASK)

Describes a scientific mystery with an emphasis on chemical magic presented in the context of the characters Sherlock Holmes and Dr. Watson. The story contains a break where students and teachers pause to ponder and solve the mystery. Sherlock Holmes provides his solution in the paragraphs following this break. (WRM)

Evaluates the implementation of a curriculum that married a lecture-based first year program with a problem-based curriculum in the second year. Demonstrates how this unusual curricular structure was successful in improving students' perceptions of and performance in basic sciences. (Author/CCM)

Poses and solves several related extensions involving enumerating squares and rectangles. Describes how problem extensions can be developed and used in the classroom to motivate and challenge teachers and students to exert themselves mathematically. (ASK)