Suggests a series of ratio activities that make use of a computer to produce graphical collections of objects in a grid with variable dimensions. Extends content to the areas of proportions, statistics, probability, programming, and problem solving. (PK)

Consists of three articles discussing the relevance of course work in foreign languages, English, and social studies to specific occupational areas. Describes jobs that make primary and secondary use of these skill areas. (CH)

Suggests that the mathematics curriculum for young children can grow from children's literature. Examples given encourage children to use a variety of thinking skills including classifying, forming hypotheses, selecting strategies, and creating problems. (PK)

Presents a variety of examples through which kindergarten and primary grade children can engage in significant problem solving. The suggested activities use materials in a problem solving context to permit children to experiment, to create, and to make measurements. (PK)

Presents three traditional problems from discrete mathematics with alternative solutions and discussion of those solutions. (PK)

Describes various ways of using children's questions as windows on their understandings and approaches to reading and writing tasks. Suggests that children need to know that questions are not signs of failure. (MM)

Compares the expert, spiral, and reading approaches to instructional strategies for introductory computer programming courses. Based on ACT (Adaptive Control of Thought) theory and relevant research, the differences between declarative and procedural instruction are identified, and six tactics used to design courses and evaluate strategies are…

Reviews the research concerning young children's use of computers in terms of their social/emotional development (peer interaction and cooperation, peer teaching and helping, social and cognitive interaction, and attitudes), language skills (language development, prereading reading, and writing skills), and mathematical and problem-solving skills.…

Suggests that first-time young collaborators are likely to struggle for control of their writing group and for control of the common text. They are ultimately likely to accept the leadership of the group member who makes best use of other member's skills. Focuses on problem-solving skills. (Author/RWB)

Contains activities for grades 1 through 8 to develop skills in estimation. Designed to help students deal with numbers sensibly and acquire problem solving competency, the estimation activities involve measurement, telling time, computation, and problem solving. (PK)

Outlines some classroom techniques and learning modes for helping children manage change. Activities should emphasize the exercise of choice and the possibility of alternative "right" answers. Creative lessons, class discussions, and writing activities help students make decisions and gain some control over their life directions. (MLH)

A review of literature on selected relationships among metacognition, quantitative problem-solving, and learning disabilities focuses on three types of problem-solving activities: word problems; knowledge-based problems; and decision and argument problems. Techniques for teaching problem-solving and integrating metacognition principles into…

Explains how computer and game port interfacing reduces the time required for data collection and organization and also stimulates student interest in science laboratory exercises. Illustrates this approach through a description of a population-variation lab. Includes diagrams for the construction of the interface box. (ML)

Institutions can take steps, learned from industry, to enhance self-reliant employees who will provide productivity instead of problems and create organizational excellence. These include a climate nurturing creativity, responsible choices and actions, and personal growth, as well as fringe benefits for employee protection and security such as…

This study investigated the performance of 14 Hispanic and Anglo ninth graders on several problem-solving tasks, with the focus on the interplay of language-related factors in translating several mathematical statements expressing relationships among variables into mathematical equations. (MNS)