A problem-solving conference used in self-contained classes for behavior disordered high schoolers is intended to provide a structure for handling conflicts and disagreements. Conferences may be called by students or staff members and are designed to produce workable plans of action. The approach develops interdependence, trust, and…

Presents a mathematics problem involving speed of a walking student versus speed of light reflection in a high school hallway. (MKR)

Presents a classroom scenario in which a student concocts a unique solution to a standard circle exercise and the class attempts to verify if the solution works for all cases of the problem. (MKR)

Develops a diagnostic framework that supports teaching and learning in situations that are suitable for students having difficulty in addressing basic problems. Uses data collected from 47 students in a senior mathematics course. Contains 63 references. (Author/ASK)

This book provides a collection of 191 mathematical problems aimed at the advanced high school student level and above. Problems cover general mathematical areas including plane geometry, three-dimensional geometry, number theory, algebra, combinatorics and graph theory, and a number of miscellaneous questions that combine mathematical…

This book focuses on curricular issues involved in preparing students for taking the SAT I--Reasoning Test using a problem-solving focus. There is a particular philosophy with which this book is presented. First, the illustrations have been selected to demonstrate in dramatic form the power of the procedure presented. Second, the problems both in…

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)

Two mathematical topics are interpreted from the viewpoints of traditional (performing algorithms) and contemporary (creating algorithms and thinking in terms of them for solving problems and developing theory) algorithmic mathematics. The two topics are Horner's method for evaluating polynomials and Gauss's method for solving systems of linear…

Adapts Edward de Bono's "Intermediate Impossible" strategy--for considering ideas that normally would be discarded as stepping-stones to new ideas--for use as a prewriting activity to enhance creative problem solving. (HTH)

Introductory exercises designed to increase high school students' awareness of conflict and of mediation and negotiation as conflict resolution skills are presented. When conflicts arise, students should have the skills to identify the issues and interests of the parties and to see the possibilities to be gained through collaborative…

Critical thinking programs should explore both practical and academic problems, including problems without "correct" answers. The year-long "Intelligence Applied" program avoids common critical thinking program pitfalls and covers intelligence theories, intellectual and experiential skills, techniques for everyday application,…

Outlines a problem-solving method for beginning chemistry students that utilizes specific, concrete steps as well as computer-assisted tutorials. The method involves an approach referred to as the Factor-Unit Method coupled with a graphical "road map" which allows students to trace problems from start to finish. (JN)

From a survey of 1,000 high school students, the following science anxieties were found: (1) danger anxiety, (2) test anxiety, (3) math and problem-solving anxiety, (4) squeamish anxiety, (5) performance anxiety, and (6) classroom anxiety. (PR)

Provides a reproducible flow chart to aid students in problem-solving skill development. Steps include: determining what is asked; choosing a relationship; and checking validity of the relationship. Teacher notes are given to improve instruction. (DH)

Suggestions for five activities are presented. They include: ideas for several student problem-solving projects; preparing a flowsheet and program for 10 coin and dice games; using word processor formatting commands to create word designs; creating sounds; and writing a program to print out sums indefinitely. (JN)