Describes some topics of French research: relationships between teaching and learning, choices and constraints of the didactic system, role of the computer, and forms of the functioning knowledge. (YP)

Described is a year-long study of the way a group of six 12-year-old children went about solving a special class of geometric problems using a computer and a limited set of LOGO programing tools. Examines solution strategies deciding whether those strategies led to insights about mathematical relations. (Author/MVL)

Summarizes papers appearing in other journals: (1) "Assessing the Impact of Computer-Based Instruction"; (2) "Computers as Tutors: MENDEL as an Example"; (3) "Computers in the Education of Science Students: A Comparison of Universities and Colleges in Japan and the United States"; (4) "Differentiation and Integration in a CAI Format"; and (5)…

Presents an alternative model for using the computer as an aid in teaching mathematics. Highlights include a mathematics teaching model; computer software for drill and practice, tutorials, simulation, games, and computer managed instruction; integrating computers into the mathematics curriculum; and examples of computer activities for…

Provides seven fully developed library media activities designed to be used with specific curriculum units in mathematics, home economics, reading/language arts, science, and social studies. Library media skills objectives, curriculum objectives, grade levels, resources needed, activity and procedures for completion, evaluation, and follow-up are…

Several articles explain the integrated interdisciplinary approach used in Hawaii's PETOM (Preservice Education for Teachers of Minorities) program, which prepares educators to teach students of culturally diverse backgrounds. After an overview of PETOM, the articles look at the mathematics, science, art, and social studies modules. (SM)

Presents six strategies to develop appropriate mathematical applications for middle school children: (1) change the name; (2) make problems appealing; (3) encourage group work; (4) let students generate story problems; (5) encourage a positive attitude; and (6) keep students motivated. Illustrates strategies with three examples involving…

American Indian students have had inadequate opportunities for success in school, particularly in mathematics and science, because of how they are typically taught. The article identifies sources of the problem, discussing education reform, assumptions about mathematics and science, culture-based variations in ways of knowing, and methods of…

Presents a class project facilitated by a teacher who used his background in construction to teach students to build a house, during which process many geometric and measurement concepts were introduced or reinforced. Discusses importance of student responsibility and the vital cooperation between construction experts, materials suppliers, and…

Focuses on student organization, preparation, and presentation of simple foods (beverage, brownies, sloppy-joe sandwiches) as a way to apply various mathematical concepts, with problem-solving techniques being central to almost all the activities. Includes reproducible student worksheets. (MKR)

Presents strategies for counteracting the following barriers to classroom discussions: student nonparticipation or inattentiveness to others; teacher behaviors of initiating, soliciting, responding, and reacting; argumentative encounters; and inability to communicate mathematically. (MKR)

Each year, about one-third of college freshmen who select majors in science, mathematics, and engineering switch to other fields. Faculty may be able to reduce student attrition from quantitative majors by addressing four barriers to success: (1) pre-college preparation; (2) peer culture; (3) classroom climate; and (4) sink-or-swim instructional…

Presents an activity through which students develop mathematical concepts connected to area and perimeter in a rich, real-life setting and use tables, graphs, diagrams, and spreadsheets to explore the problem, see relationships, and make and test conjectures about those relationships. Encourages algebraic thinking. (SYB)

The theory behind the concept of the teacher as a model is surveyed and illustrated with actual events and techniques from college classrooms, including taking advantage of classroom mistakes to model thinking and problem-solving skills. Student evaluation results indicate that instructor credibility is unaffected by the use of these techniques.…

Describes a library media skills unit for middle school mathematics that identifies specific subject material, develops questions based on the sources chosen, addresses student motivation, involves cooperative learning, and culminates in a "Jeopardy"-style game. (LRW)