This book offers games and mathematics activities using a hands-on approach for middle school students and features games, puzzles, experiments, and projects. Contents include: (1) "Boxed In!"; (2) "Oddball"; (3) "Pig"; (4) "Madagascar Solitaire"; (5) "Fantastic Four"; (6) "Eratosthenes' Sieve"; (7) "Hopping Hundred"; (8) "Tic-Tac-Toe Times"; (9)…

Tac Tix is a board game for two players having a mathematical optimum strategy for play. The strategy can be discovered by application of general problem solving techniques. (JP)

Describes a materials science and technology course for high school students, which combines chemistry, physics, engineering, math, technology education, and crafts to introduce students to the atomic make-up and physical properties of materials and to apply this knowledge in creative activities. (SK)

Teachers can help students "find" problems by brainstorming potential research ideas connected to interests they already have. Students of all ages can do descriptive, historical, experimental, correlational, and developmental research. Case, field, causal, and comparative research might be more successful with older students. Conducting real…

Creativity is valued increasingly in business and education. Humor, fun, and play take the brain from a cognitive, rule-bound state to a more fluid state where the whole body can work on a problem while the "thinking mind" is relaxed. Vignettes demonstrate how adventure education stimulates creativity through play, fun, humor, and…

Stories of 20 experienced Finnish human resource developers illustrate how expertise is constructed through the experience of problem-solving situations. Communication, interaction, collaboration, and management involvement are sources of problem situations. Expertise is a flexible and inclusive state of mind, not the application of routine…

Uses the example of a diploma in religious education course to explore what constitutes action learning. Concludes that, since students do not set their own agenda for growth and change and do not work on genuine problems resulting in real-world action, it is not action learning. However, experiential opportunities to challenge existing belief…

A learning activity designed for an Association of Experiential Educators workshop asked participants to lead their group through a maze symbolizing the obstacles and frustration encountered when implementing experiential education programs. Includes goals, set-up, sample presentation, and suggestions for debriefing participants. (LP)

Creating towers of balanced stones is a versatile outdoor learning activity that can be experienced in the classroom, school yard, forest, or parking lot. Students discover hidden talents, learn to work and communicate clearly with others, and reconnect with the natural world. Several variations on the exercise are given, along with principles of…

Client projects are an opportunity for universities to create long-lasting, mutually beneficial relationships with businesses through an academic consultancy service. This article discusses the rationale and logistics of two models for conducting such projects. One model, used at Clemson University, is a formal academic consultancy service in…

Genetic algorithms (GAs) are a problem solving strategy that uses stochastic search. Since their introduction (Holland, 1975), GAs have proven to be particularly useful for solving problems that are "intractable" using classical methods. The language of genetic algorithms (GAs) is heavily laced with biological metaphors from evolutionary…

A game similar to Nim is described. Students in grades three through six have played the game in conjunction with the study of modular arithmetic,and have been able to develop winning strategies. (SD)

Five steps common to different problem solving models are listed. Next, seven specific abilities related to solving problems are discussed and examples given. Sample activities, appropriate to help in developing these specific abilities, are suggested. (LS)

This article considers three ways to incorporate active learning in the exploration of mathematics: organizing centers, open-ended tasks, and the solving of good problems. (MP)