Focuses on the understanding of the concept of function and presents discussions of the topological properties of functions and of students' mathematical thinking when they are asked to determine whether a property of a function is a topological property or not. Contains 15 references. (DDR)

Describes a study that investigated the differential effects of Computer Algebra Systems (CAS) and metacognitive training (META) on mathematical reasoning. Participants were 83 Israeli eighth-grade students. Results showed that CAS embedded within META significantly outperformed the META and CAS alone conditions, which in turn significantly…

This article describes an experimental system for administering multiple-choice math tests to students who are visually impaired or have other print disabilities. Using a new audio-tactile computer peripheral device called the Talking Tactile Tablet, a preliminary version of a self-voicing test was created for eight participants. (Contains…

Describes "Write Now," a writing-to-learn math and science program promoting academic gains and student involvement. Describes how students begin class by writing an answer to an open-ended question dealing with the previous lesson, noting that monitoring oral and written responses allows for evaluation of understanding. Lists criteria…

Mills College Children's School uses math journals, conferences, and a "congress" to promote mathematical reflections and problem solving among primary students. The program enhances the ability to explain math problem strategies and solutions orally and the ability to record solution methods and answers and use records for later…

Presents activities to integrate money concepts, and in turn mathematical concepts, with other curriculum areas in the early childhood classroom. Offers suggestions in such areas as children's books on money concepts (a short list is provided), dramatic play, science explorations, creative art and language activities, food or cooking activities,…

A first grade teacher in a diverse school assessed students' abilities to solve nonroutine math problems by examining their problem-solving processes. Results show that allowing students to develop their own methods of problem solving helps them internalize the process and articulate their solutions to others, thus becoming teachers themselves.…

Presents longitudinal analyses of the mathematical achievement and beliefs of three groups of elementary pupils. The groups were designated according to those students who had received two years of problem-centered mathematics instruction, those who had received one year, and those who had received textbook instruction. Results indicate that the…

Offers suggestions for real-world projects in the statistics classroom for business students. (KHR)

Examines how teachers and learners in eastern and southern Africa code switch between English and their first languages in science and mathematics lessons. Uses empirical classroom data to show that code switching is a valuable linguistic resource in education. (Author/VWL)

This article describes teaching mathematics to students with disabilities using "My Math," a three-component software program consisting of "shells" into which students or teachers insert content. The three components include computation problems, arithmetic word problems, and arithmetic story problems. The content of the program is discussed,…

A tiered objectives model is recommended that teachers can use in mixed-ability classrooms to raise students' mathematics achievement. Guidelines for developing tiered activities include: identify objectives, create a set of activities for teaching each objective, identify the next level of increasing complexity, and group students according to…

An award-winning educator discusses experiences that taught her to be sensitive to student experiences and encourage them to think. She explains why she doesn't like grades, how the ethics of care is thoroughly relational, and that it is important for kids to be attached to their geographic place yet develop skills that enable them to communicate…

Describes the Higher Order Thinking Skills (HOTS) computer program developed at the University of Arizona. Explains that HOTS attempts to build thinking skills, encourage self-confidence, and improve standardized test scores, especially in reading and mathematics, among at-risk students in grades four through seven. (SG)

Argues that the vast majority of adults have no use for the specialized mathematics taught in high schools and required by colleges--algebra, geometry, or calculus. Suggests that colleges should accept applicants who have studied percents, formulas, logic, computer commands, and basic statistics. (TE)