History humanizes mathematics and explains the "whys" by showing its logical development. Communicating, connecting, and valuing of mathematics can be effected by interjecting historical moments, reading biographies, creating displays for the classroom, and tracing historically accurate developments of topics in class. (Contains 26…

Three methods of introducing biographies of mathematicians into the classroom are explained. Includes discussion and examples of the methods and lists birthdays of over 120 mathematicians. The bibliography lists books written on various reading levels and includes five books devoted to women mathematicians. (MKR)

Asserts that no attitude is more detrimental to democratic values than blind allegiance to numerical data. Maintains that children must challenge and debate numerical data. Includes examples of data collection and activities designed to encourage students to be skeptical about numerical information. (CFR)

Asserts that integrating disciplines is a goal of elementary social studies education. Presents a bibliographic essay describing instructional materials that can be used to integrate mathematics and social studies. Includes recommended photograph packages, computer databases, and data interpretation packages. (CFR)

The study compared the levels of response of children aged 9 to 11 to angle/rotation problems presented on screen in a LOGO microworld with levels of response to similar problems presented on paper. Results suggest that immediate feedback from the screen turtle inhibited moves to higher levels of response. (Author/MDH)

Presents a lesson in which students communicate verbally and in writing to create and describe geometric transformations, develop vocabulary, demonstrate ability to give unambiguous instructions to translate a triangle, form and test conjectures, and create extensions of problems. Includes reproducible student worksheets and questions for…

Three teaching experiments are reported which study aspects of a diagnostic teaching methodology. An experiment in the field of directional quantities showed a positive relationship between the intensity of discussion and amount of learning; one on fractions and another on geometric reflections showed good two-month retention under the…

Examines characteristics of traditional indigenous education of Aboriginal Australians and the discriminatory and inappropriate education introduced by Europeans. Discusses aspects of Aboriginal learning style (holistic, imaginal, kinesthetic, cooperative, contextual, person-oriented). Lists classroom strategies to make mathematics learning more…

Discusses the issue of deciding what is or what should be taking place in mathematics classrooms. Concludes that it is necessary to prepare the students in today's classrooms to live and work in tomorrow's world. Contains 16 references. (ASK)

Reviews the research on instructional adaptations in mathematics used by general educators with students having learning disabilities. After a summary of levels and types of instructional adaptation, the article reviews methods for extending adaptation strategies and studies of teachers' planning methods and associated learning outcomes for…

Presents a history of undergraduate math-education programs and provides results of an action-research experience in a college-algebra course setting. Argues that historical record emphasizes interdisciplinary connections and applications of mathematics, and that present-day instructors should communicate the historical and practical reasons…

Presents an investigation that focuses on estimation skills as children attempt to solve problems involving concepts of weight, volume, and counting money. (ASK)

Highlights an activity that focuses on learning the geometric concepts needed for students to design blueprints for a city park by mastering fifth-grade geometry concepts and applying their knowledge in a real-world context. (ASK)

Features activities designed to enhance students' spatial reasoning ability combining geometry, language arts, and visual arts. (ASK)

Presents and describes a pedagogical framework that supports children's development of conceptual understanding of mathematics. Advancing Children's Thinking (ACT) is synthesized from an in-depth analysis of observed and reported data from one skillful first-grade teacher's use of the "Everyday Mathematics" curriculum. Indicates that…