Describes a sequential problem solving method for teaching stoichiometry to high school students. Provides several sample problems. (CS)

Some patterns in prime numbers and their implications for general theorems are presented. Much of the material is taken from "The Strong Law of Small Numbers," an unpublished paper by Richard Kenneth Guy. (MP)

A training course for negotiators is presented, based upon models of learning processes, negotiation behaviors, and learner expectations. Course structure, the importance of practice and feedback, the place of concept formation, and evaluation are discussed. (SK)

The decision-making process becomes maladaptive through the use of avoidance and delay. The irrational decision maker will try to remove him/herself from an uncertain situation by ignoring, postponing or shifting the responsibility for the problem. Personality and environment affect the process. (JAC)

A calculator solution of a simple computational problem is discussed with emphasis on its ramifications for the understanding of some fundamental theorems of pure mathematics and techniques of computing. (Author/MK)

Described is a program, "Philosophy for Children," the purpose of which is to teach children to think independently, logically, and ethically. Students' reading, math and communication skills improved dramatically after one year in the program. Included are questions which teachers in the program are encouraged to ask. (KC)

Presents a case procedure designed to assist trainees in perfecting their problem-solving skills. Elements of that procedure are the rationale behind this "self-actualizing" case method; the role that the instructor, case leaders, and participants play in its execution; and the closed-loop grading system used for peer evaluation. (CT)

The article examines the reflective versus the impulsive cognitive styles and the implications of these styles for special education teachers. (PHR)

The author reviews the contributions of the previous authors (EC 124 952-960) who emphasized self-instruction, self-assessment, and the more complex problem solving cognitive skills in teaching exceptional children. (PHR)

Results of mathematics education research in problem solving activities of third-grade children are covered. The assumption that the horizontal number sentence is a useful tool for solving verbal problems is questioned. (MP)

Discussed are the results of the second National Assessment of Educational Progress (NAEP) mathematics assessment concerning children's ability to solve verbal problems. The data indicate that the commonly held view that children cannot solve word problems may be an oversimplification. (Author/TG) Aspect of National Assessment (NAEP) dealt with in…

Described are activities and games incorporating a technique of "one step" which is used with children with learning difficulties. The purpose of "one step" is twofold, to minimize difficulties with typical trouble spots and to keep the step size of the instruction small. (Author/TG)

An approach which seeks to stimulate interest in mathematics by enabling a student to use his knowledge in a nontrivial application is discussed. An example of how the approach was implemented is presented with an assessment of the results as measured by student reactions. (Author/TG)

The author advocates a return to the teaching of logic in the public schools. Methods of lessening student difficulties in learning are highlighted and current school projects are discussed. (MP)

The Saint Louis Urban Consumers' Education Project involves community resource persons in the preparation and teaching of consumerism in fifth-grade classrooms. A demonstration program supported by the Office of Consumer Education, the project has improved attendance, math and reading scores, and school-community relations. (SK)