In her Forum piece, "What's an Adult Numeracy Teacher to Teach? Negotiating the Complexity of Adult Numeracy Instruction," Lynda Ginsburg set the stage of the current problem (poor numeracy levels in American adults) and the bevy of standards, legislation, and new exams that have recently been developed to address it. Ginsburg also…

Many educators in community-based adult education organizations are attempting to adopt Integrated Education and Training (IET) strategies. In this paper, the author describes how he has collaborated with instructional and program staff to develop and deliver an integrated,contextualized industry mathematics curriculum. He highlights the impact of…

Integrated academic skills instruction was one of the core elements of the CareerPATH consortium that provided math, reading, writing, and English language skills instruction "contextualized" to occupational training. Its goal was to engage adult learners and accelerate their progress in college and careers. The focus of this brief is…

This article presents the extended workshop, a national professional development programme that was used in the preparatory stages of the introduction of a new mathematics curriculum for basic education (grades 1-9) in Portugal. These workshops are based on five major ideas-orientation towards practice, focus on students' learning, collaboration,…

The first goal of this Project is the development of elementary school mathematics curricula sensitive to indigenous mathematical thought and experience. A necessary prerequisite for the achievement of this goal is to recapture and honor the mathematics developed and practiced in the Micronesian communities. This is the Project's second goal. The…

One of the difficulties in any teaching of mathematics is to bridge the divide between the abstract and the intuitive. Throughout school one encounters increasingly abstract notions, which are more and more difficult to relate to everyday experiences. This article examines a familiar approach to thinking about negative numbers, that is an…

This article "opens up" the study of the relationship between quadrilaterals and circles to two sets of quadrilaterals--those that can be drawn either inside (cyclic) or outside (tangential) a circle (or both). Of course, "all" triangles are both cyclic and tangential. Or, to use the traditional Euclidean language for triangles, a unique…