Reports a study that examined the effects of conceptual orienting questions and differences in prior knowledge on factual learning and problem solving in biology. Tenth graders who participated in control or orienting questions groups completed posttests. Results indicated that question groups outscored the control group. (SM)

Various examples of open-ended problems and ways to obtain them are presented. Suggestions for incorporating open-ended problems and some of the benefits and difficulties encountered by teachers and students are discussed. Examples are from courses on mass and energy balances, communications, kinetics and ideal reactors, and reactor design. (KR)

Discusses situated learning and instruction. Topics discussed include situated cognition theories; prescriptions for instructional design; adapting instructional design to situated learning; evaluating situated learning; situated cognition and the role of the teacher; different types of problem-solving activities; and the work of the Cognition and…

Student problem-solving behaviors are analyzed using a four-dimensional framework with related detrimental factors identified for each dimension. General approaches and specific techniques developed to address negative factors are reviewed. Examined are means of developing the components of problem-solving teaching. (KR)

Studies the effects of explicitly teaching a problem-solving strategy on problem-solving ability, course average, course success, and student retention, focusing on two microeconomics courses. Indicates that teaching problem solving helps students with low problem-solving skills remain in class and succeed. (DMM)

Examines the scope and nature of upper elementary school pupils' difficulties with modeling and solving nonroutine additive word problems. Concludes that many errors result from the superficial, stereotyped approach of adding or subtracting two given numbers without considering the appropriateness of that action in relation to the problem context.…

Asserts that becoming adept at understanding the logic of subjects, issues, and questions is a competency that, once learned, becomes a foundation for highly skilled and practical teaching and learning. Promotes the model of teaching students to seek the logic of things through the logic of science. (VWC)

Recommends that teachers develop integrated curriculum units with their students. Describes a course for preservice teachers in which they become familiar with a problem-based interdisciplinary approach. (DDR)

Examines quantitative models in school physics, looking particularly at the degree to which they match the real world. Explores the positive aspects of a mismatch between models and real world conditions. (DDR)

Examines ideas on a thinking curriculum and "learning to learn" in the secondary education context. Explores computing studies at the Scottish secondary 3/4 level with 14- to 16-year-olds. Explains that this case study provides an example of the infusion approach being incorporated into the teaching of computer programming. (CMK)

Observed gesture and speech to investigate patterns of change in third and fourth graders' strategies for solving mathematical equivalence problems before and after an intervention. Children who received instruction were more likely to generate new strategies. Gradual change was more common. Abrupt strategy change was more common in children who…

Discusses the importance of modeling, hints, and other information contexts for providing a link to establishing new problem-solving strategies for toddlers and older children. Discusses the use of the microgenetic approach for yielding valuable information about strategic development despite the lack of availability of verbal reports. Suggests…

Gender disparity exists in many educational environments despite conscientious attempts to equalize opportunities and outcomes. Research studies indicate females are less likely to effectively engage in the use of technology for problem solving. However, in a two-year study of a Midwest elementary multi-age classroom, researchers studied…

Background: This study examined the effects of different approaches to teaching learners with mild intellectual disabilities to solve mathematical word problems. Method: Thirty Chinese students with mild intellectual disabilities from a special school in Hong Kong were taught using conventional instruction, worked example instruction, and…

The aim of the research presented in this paper is to contribute to our knowledge about problem solving in mathematics. My purpose in this paper is to compare, from this point of view, two very different institutions in the French tertiary education system, with the intention to interpret the chronic inequality of performance in problem solving…