Discusses a pedagogical approach to calculus based on the question: What kinds of problems should students be able to solve? Includes a discussion of types of problems and curriculum threads for such a course. Describes a projects-based calculus with examples of projects and classroom activities. (Author/MDH)

Discusses the positive transfer of computer-related skills to new computer tasks and reviews transfer-related literature to provide recommendations to facilitate better transfer of students' skills from introductory computer classes to future needs. Topics addressed include course goals, user interfaces, problem solving, and software. (Contains 60…

The last decade has shown a steady increase in the introduction of problem-based learning (PBL) in the education of health professionals. A variety of medical and dental schools have implemented PBL using different formats incorporating self-directed and small-group learning, illustrating the many options this combination of techniques offers.…

Described is Creative Problem Solving (CPS), a model which may be employed to help integrate higher-order thinking skills into elementary science instruction. An example of the use of this model is presented. (CW)

Discusses the inherent flaws in considering and using the epistemology of the natural sciences as equivalent to a pedagogic basis for teaching and learning in the natural sciences. Discusses the difference between practicing science and learning to practice science. Concludes with the presentation of three new motives for the use of laboratory…

Examines the mathematical sense-making of eighth-grade students as they use physical devices to learn about linear functions. Suggests the concept of transparency as an index of access to knowledge and activities rather than as an inherent feature of objects. Concludes that transparency is a process mediated by unfolding activities and users'…

Presents sample lab activities in algebra for representing functions in concrete, tabular, graphic, algebraic, and word format. Activities described actively involve students in hands-on models. Problem-solving techniques and technology help to form algebraic-thinking skills. (AIM)

This article reviews five frequently cited attributes of effective schools, presents steps in creating significant schools, considers the importance and role of talent development, and describes relevant applications of the Creative Problem Solving framework to synthesize school improvement and talent development efforts. (DB)

Discusses criteria for good assessment practices derived from research-based models in cognitive psychology and expert-novice studies. Describes an assessment system for a problem-based curriculum in economics and business administration at the University of Maastricht (Netherlands), reports on a study of improving assessment practices, and…

Reviews studies examining the effects of theoretically-based Logo environments on young children's metacognitive processing and the extent to which sociocognitive processes mediate those effects. Findings suggest that Logo fosters development of metacognitive processing, in part by engendering high-level conflict resolution. Implications are…

Business managers are faced with complex decisions involving a wide range of issues--technical, social, environmental, and financial--and their interaction. Our education system focuses heavily on presenting structured problems and teaching students to apply a set of tools or methods to solve these problems. Yet the most difficult thing to teach…

On the occasion of having to design an introductory course of mathematics for the University (UNGS, Buenos Aires, Argentina) we took into account the perspective of mathematical modelling. In this article we present the theoretical framework that we elaborated on to design our course. This framework allowed us to adapt the generic perspectives of…

The Other 3Rs Project began with an investigation into the most important psychological components of academic success. The research pointed to reasoning, resilience, and responsibility. The objective of the project was to integrate these components into a useful problem solving model that could, with practice and guidance, be applied both inside…

This paper proposes a methodology to calculate both the difficulty of the basic problems and the difficulty of solving a problem. The method to calculate the difficulty of problem is according to the process of constructing a problem, including Concept Selection, Unknown Designation, and Proposition Construction. Some necessary measures observed…

The importance of algebra instruction has increased in the United States in the past few years. Thus, in most states, middle school students are required to take Algebra 1. Middle school students with math difficulties in inclusion algebra settings may require a different instructional approach. The purpose of this research was to compare student…