The purpose of this study was to develop a videodisc-based computer-aided multimedia-anchored instruction for Chinese students and to examine its effects on student attitudes toward mathematics and anchored instruction. Participants were 74 fifth graders. Results indicated that anchored instruction improved students' attitudes toward mathematics…

Presents results of study conducted with community college intermediate algebra students. Reports that students taught with Reform-Computer Assisted Instruction (R-CAI) significantly outperformed on the conceptual measure than students taught with Lecture-based Instruction (LBI). Adds that students in the R-CAI environment experienced significant…

Two studies evaluated the effects of within-task and competing visual stimulation on the mathematics performance and behavior of 17 children (ages 8-14) with attention deficit hyperactivity disorder. Results indicate the same high within-task simulation that enhanced student performance and reduced off-task behavior was effective only when…

Discusses the use of computers in undergraduate mathematics. Highlights include external software, including spreadsheets and theorem provers; computer generated assessment; multimedia software; computer programming languages; geometric visualization tools; computer algebra systems; and examples from the United States, the United Kingdom, and…

A study involving 19 low achieving first-graders investigated the effectiveness of two grouping adaptation strategies (heterogeneous small-groups versus peer tutoring) to accommodate individual and group differences in mathematics learning. Results revealed a significant increase in number sense and arithmetic skills when pupils worked in pairs.…

Examined the effects of a dyadic peer-mediated treatment on kindergarten children's mathematics development. Found that treatment implementation was strong for most teachers; teachers judged the treatment to be effective and feasible for implementation on their own; and students with and without disabilities, at all points along the achievement…

Argues that mathematics literacy begins at birth and that all that children need to construct mathematics concepts for themselves are a stimulating environment and receptive adults. Provides suggestions for promoting emergent math for children from birth through 4 years, including using rhythm and music, incorporating mathematics concepts into…

Suggests that teachers make use of children's literature to stimulate the learning of mathematical concepts. Identifies criteria for selecting children's books for math class, and provides examples of appropriate books and questions teachers might pose to spark children's thinking about math. Cautions teachers to avoid books that are workbooks in…

In order to improve teaching, it is important to understand why teaching looks the way that it now does and how its general form can be explained. One way to address this question is at the classroom level. This approach has been found in the ethnographic work of anthropologists and has been skillfully applied in the recent work of such…

In this article, the author shares a decade's worth of experience in developing an approach to teaching math to upper-elementary and middle school students that simultaneously increases basic skills, improves problem solving, raises test scores, and sparks student interest in math. Sections include: (1) Background Of Supermath; (2) Description Of…

Who says learning always has to be drudgery? Sarah Butzin, the founder of the Institute for School Innovation, proposes "triangulated learning" as a way to give children time to play and develop, even as they pursue high standards. Triangulation is a metaphor for strength. A triangulated learning system taps the power of three to meet…

This article explores some way that technology can be used to promote mathematical thinking and problem solving. Specifically, it focuses on the use of technology for multiple representations. (Contains 8 figures.)

Fostering students' mathematical thinking requires regularly presenting them with challenging problems and involving them in the processes of mathematical inquiry (e.g., representing and solving problems; making, testing, and justifying conjectures). The Inverting a 36 Penny Triangular Array problem (called the Inverting problem, for short) is a…

This article summarizes results from the National Assessment of Educational Progress (NAEP) and the Third International Mathematics and Science Study (TIMSS) that show measurement education to be a major weakness in the United States, particularly for minority students. The middle school measurement topics assessed by NAEP and TIMSS include…

The article discusses the ways that less successful mathematics students used graphing software with capabilities similar to a basic graphing calculator to solve algebra problems in context. The study is based on interviewing students who learned algebra for 3 years in an environment where software tools were always present. We found differences…