The Mathematical Olympiad Training Session is designed to give United States students a problem-oriented exposure to subject areas (algebra, geometry, number theory, combinatorics, and inequalities) through an intensive three-week course. Techniques used during the session, with three sample problems and their solutions, are presented. (JN)

Information on writing competitions for elementary and secondary grade students is provided including the Future Problem Solving Program, the Scenario Writing Program, the Ann Arlys Bowler Poetry Contest, and the "Kids Are Authors" contest. Summarizes four references for young authors on getting published. (DB)

The game of chess is recommended as a school activity. In addition to requiring that individuals become actively involved in a mentally demanding competition, its effects are stimulating, wholesome, and healthy. Several benefits accrue from the teaching and promoting of chess in schools. Chess limits the element of luck (teaching the importance of…

The Australian Mathematics Competition was designed around the content of common school mathematics, and thus is intended for almost all mathematics students, not just exceptional ones. The competition's conceptual and organizational basis and the three levels of competition papers are described. Sample questions are included. (MNS)

Intended for students from about fourth-grade through high school, the "Road Game" is about competition and cooperation, teamwork and chaos, perception and misperception, and communication and conflict resolution. All information necessary for playing the game is provided. Instructions for playing the game with a cultural bias are also included.…

This volume contains the Annual High School Mathematics Examinations given 1973 through 1982, supplementing three previous compilations. The examinations provide challenging problems which teach, stimulate, and provide enjoyment for both participants and readers. In addition to presenting the ten examinations, consisting of 35 problems for the…

The first nationwide effort of industry, education, and government to promote excellence in mathematics through a junior high school mathematics competition is described. The rationale for MATHCOUNTS, the organizational structure, the format, and mathematics content are described. Contains some sample items. (MNS)

Applies Pascal's Triangle to determine the number of ways in which a given team can win a playoff series of differing lengths. Presents the solutions for one-, three-, five-, seven-, and nine-game series, and extends the solution to the general case for any series. (MDH)

Describes a science competition challenge that has students solve several hands-on physical science problems, thus reinforcing both problem-solving skills and science knowledge. (PR)

Discusses the process of problem solving, stressing the iterative nature of the process and the importance of communication (explaining problems to others). Provides examples of physics/physical sciences problems useful in problem-solving competitions. Also provides examples of problems to be solved in school over several weeks. Lists of materials…

Presents mathematical models to determine whether seven-game baseball playoff series are significantly fairer than five-game series. Compares the results obtained from the models to actual playoff results. (MDH)

Proposes a science competition that stimulates student thinking and creativity in which groups of 4 students solve as many problems as possible in 30 minutes. Problems require students to make tools using only the materials provided. Provides materials in a sample tool kit, competition rules, and sample problems. (MDH)

A guide to mutual gains bargaining (MGB) is presented for faculty union leaders and college administrators, as well as school systems. MGB is based on applied behavioral sciences concepts and the use of bargaining teams and emphasizes problem-solving and improving communications and campus relationships. Two different uses of the mutual gains…

This document outlines a program for schools to encourage the development of values, attitudes, and knowledge foster constructive interpersonal relationships. Cooperative learning, conflict resolution, structured controversy, and school mediation can form the core of a comprehensive program for educating beyond hate. Cooperative learning includes…

College and university development officers are encouraged to adjust their expectations of volunteers to the current reality of graduates' schedules and commitments. Five barriers to volunteering (economic, time and distance, language and cultural, environmental, and competitive) are identified, and techniques for overcoming them are offered. (MSE)