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)

Argues that the way in which students solve a particular problem can be analyzed to gain insight into how students think about the mathematics involved. Discusses the use of knowledge gained from listening to student conversations about their strategies to orchestrate classroom discussions. (ASK)

Presents an activity to involve students in mathematical communication and creative thinking. The activity is similar to the "pass it along" gossip game in which each person in a chain adds a piece of information. The class analyzes the resulting mathematics problem using George Polya's problem-solving techniques. (MKR)

Teachers often have difficulty responding to emotionally upset children in ways that help the students solve their problems. Examples of commonly used "put-downs and put-offs" and suggested techniques that teachers can use to lend emotional support are offered. (DF)

This article provides an introduction to the practice of reality therapy in the classroom. It discusses behavior modification objections, episode analysis, doing reality therapy, contracts and follow-up, and importance of humor. The author also provides an annotated bibliography and a resources guide for workshops, video cassettes, and tapes.…

Proposes that the writing of proofs in geometry class can be a vehicle for attaining the goals of problem solving, reasoning, and communication in the mathematics classroom. Presents a student-teacher dialogue illustrating this process. (11 references) (MKR)

Suggests some questions and prompts that teachers can adapt and use to promote mathematical power in their students. Argues that asking children to share their strategies for solving problems is a simple but powerful learning tool for promoting understanding. Presents four classroom vignettes as an example. (ASK)

Uses ancient Egyptian numeration system in a new setting to extend the concepts of base, place value, and correspondence. Discusses similarities and differences between the Egyptian and decimal systems. Students are asked to propose changes to make the Egyptian system easier. (LDR)

The use of protocols--oral verbalizations of the problem solving process--in a critical thinking and problem solving class offers a number of advantages to students and teachers alike. Protocols help students (1) learn to read problems carefully; (2) focus on the important characteristics of specific problems; (3) slow down their problem-solving…

Examines the dynamic common to the English-as-a-Second-Language classroom in which the teacher takes from the student the burden of the next step in solving a problem, identifies four reasons this is inappropriate, looks at why teachers do it, and offers techniques for handling such situations. (MSE)

Presents techniques aimed at promoting a higher level of student-faculty interaction and active student participation in the learning process in introductory physics lecture classes. Discusses group problem solving, the use of flash cards, and assessment. (JRH)

To manage classroom conflict effectively, college faculty need to be able to identify and analyze the problem and find solutions. Problem identification addresses who is involved; nature of the conflict; when it happened; where it happened; resolution attempts; and consequences. Solution identification includes developing a positive attitude;…

This study guide offers a different approach, teleconferencing, to new information, ideas, and resources on the film, "To Kill a Mockingbird." Following general information on "then and now," the guide consists of sections entitled: Preparing to Teach TKM: Special Considerations (by Charles Suhor and Larry Bell); Historical…

Presents seven scenes showing everyday classroom situations that give students the options of applying their own problem-solving strategies to solve everyday problems of life and enable them to experience mathematical power coming from self-initiated insights into mathematical concepts. (MDH)

Techniques for providing variety and effectiveness within the lecture format are described, including the oral essay, participatory lecture, problem-solving approach, alternating mini-lectures and discussions, modeling analytical skills, debate, simulation and role-playing, and the affective/emotional media lecture. (MSE)