Discussion of student control of learning focuses on tutorial computer-assisted learning (CAL). Modular course design is discussed, learning styles and the influence of CAL are described, and skills needed by students to use tutorial CAL effectively are examined, including note taking, using summaries and worksheets, and problem solving. (16…

Evolving beliefs and reasoning strategies of 22 fifth and sixth graders working on a causal reasoning problem were observed. Children conducted experiments to learn about relations between design features and speed of race cars in a computerized "microworld." Subjects did not attain full understanding of features disconfirming their…

Selects five critical elements for success in problem solving in mathematics and in computer programing: general strategy; planning; logical thinking; variables; and debugging. Describes the role of the five elements based on a literature review. Forty-one references are listed. (YP)

Investigated were student problem-solving strategies in an attempt to develop a model of student performance. The problem-solving strategies used by 30 high school students were analyzed. Suggestions for improved instruction in solving genetics problems are provided. (CW)

The Individualized Eclectic Examination is described. The format, design, and philosophy of the examination that emphasizes problem solving are discussed. Sample questions, student projects, and an illustration of the implementation of the exam are included. (CW)

Examines the relationship of the amount of available short-term memory with the complexity of tasks the subjects mastered. Presents some hints for a better design of instruction. (YP)

Identified are variables affecting performance of algebraic word problems for eighth graders. An appropriate readability level would seem necessary but not sufficient for student success. The structural variables used appeared to be good predictors of both the correct strategies and solving time. (Author/YP)

Investigates the relationship between the strategies used by preservice elementary teachers in geometric problem solving and two primary mental abilities--spatial visualization and formal reasoning. Reports that the two abilities were related to problem-solving performance, and the strategies used were related to achievement in the geometry…

Discusses the problems American students have learning math. Describes the new learning in mathematics that synthesizes new content and methods that restructure the curriculum in a way that resolves design and quality control problems. Presents examples of effective programs. (JS)

Provided is a mathematical recreation to strengthen student mathematics skills. The object of the activity is to build up an expression using the four digits of the current year, without rearranging the digits and using combinations of operations, to equal a prescribed value. Descriptions and examples are included. (RT)

Describes the PrIME working group experience. Provides three problems on combination and typical answers from primary school students. Discusses some findings. (YP)

Investigates high school students' understanding of the physical relationship of chromosomes and genes as expressed in their conceptual models and in their ability to manipulate the models to explain solutions to dihybrid cross problems. Describes three typical models and three students' reasoning processes. Discusses four implications. (YP)

How children give meaning to problems solved by multiplying or dividing is considered. After showing two cases of children's understanding of multiplication problems, six recommendations for classroom practice are presented. (YP)

Describes a computer program presenting four genetics problems to monitor the problem solving process of college students. Identifies three main areas of difficulty: computational skills; determination of gametes; and application of previous learning to new situations. (Author/YP)

Describes a model that teaches a problem-solving process and provides students with the opportunity to practice, develop, and enhance their thinking skills. States that applying learning to real problems is needed to increase a student's thinking ability. Provides diagrams of the problem-solving cycle and levels of thinking. (RT)