The uses that chemistry students (undergraduates, postgraduate, and trainee teachers) make of analog models when relating equations to projects were identified. Although only a restricted use of such models were found, and for none of the reasons valued by practicing chemists, patterns were identified. The implications for chemical education at…

Describes Interplay, a program to help problem kids develop the confidence they need to become active learners. The idea is to create a sense of cohesive group identity, using activities that help children respect each other, support each other's learning attempts, and accept each other's mistakes as necessary steps in learning. (MLH)

The educational administration profession can no longer tolerate the certification of future school leaders who use a "cookbook" approach to problem solving. The issue of critical analysis and the ability to apply such skills to school settings is the essence of improving administrative leadership and student academic performance. Unless…

Explores the idea that play is one of the fundamental processes by which children develop their understanding of the world by looking at play as an intrinsically motivated activity. (WRM)

Children's natural propensity for wonder is important to learning. Educators play a vital role in keeping that sense of wonder alive; educators must not merely supply explanations, but must move young children toward solving their own problems through active exploration, discovery, and reflection--processes that are pertinent to our responses in…

Traditionally, students learn arithmetic throughout their primary schooling, and this is seen as the ideal preparation for the learning of algebra in the junior secondary school. The four operations are taught and rehearsed in the early years and from this, it is assumed, "children will induce the fundamental structure of arithmetic" (Warren &…

Recently, the importance of an everyday context in physics learning, teaching, and problem-solving has been emphasized. However, do students or physics educators really want to learn or teach physics problem-solving in an everyday context? Are there not any obstructive factors to be considered in solving the everyday context physics problems? To…

This study was an attempt to identify the epistemological roots of knowledge when students carry out hands-on experiments in physics. We found that, within the context of designing a solution to a stated problem, subjects constructed and ran thought experiments intertwined within the processes of conducting physical experiments. We show that the…

The purpose of this research was to investigate and describe concrete examples of Year 1 students engaged in "good thinking" and to generate assertions about the ways teachers can foster habits of "good thinking" through science. The research design was a multiple case study of 32 lessons, of which four are analysed in detail in this paper. The…

This study presents an application of a measure of learner involvement developed by Paas, Tuovinen, van Merrienboer, and Darabi (2005). These authors combined learners' performance scores with their perceived mental effort invested in instruction and used it to assess learner involvement in instructional conditions. The present study examines the…

Describes an attempt to promote both mathematical and nonmathematical problem solving. Suggests that the goals for the average mathematics course need revision, in practice, or additional courses introduced, which will develop thinking ability as a primary objective. (EB)

The author discusses three training approaches in teaching industrial relations--"systematic" training, problem solving, and learning for uncertainty. (BP)

The purpose of this paper is to investigate how drawings can contribute to generating new information when solvers use drawings in solving mathematical problems. For this purpose, two episodes, in which drawings enabled a solver to find ideas useful for his solutions, were qualitatively and closely analyzed, especially focusing on what roles…

Difficulty in comprehending mathematical concepts is a consequence of the system of knowledge acquisition prevailing in schools, and more specifically, of the typical pattern of classroom interaction. In the common task-setting/task-solving pattern, the teacher divides the subject matter into segments. Students are involved interactively in…

Comparisons of expert and novice problem solving in physics have helped characterize some of the key features of expert behavior. There is considerable debate, however, as to whether these characteristics are specific to the field of expertise (physics) or exportable to other fields. While the question seems difficult to answer in general, at…