Integrating nutrition into elementary mathematics curricula can help students develop skills for healthful food choices that will prepare them for healthy adult life. Nutrition science incorporates numerous mathematical concepts and procedures. Curriculum integration provides a framework for children to apply knowledge from several disciplines and…

The influence of multiple learning contexts and problem solving guidance on the acquisition of applicable knowledge and subjective learning outcomes in complex learning was studied with 60 economics students from a vocational school. No single learning condition was superior with regard to all learning outcomes. The problem of self-evaluation of…

Although democratic decision making offers the best hope for public support of schools, simple majority rule is not enough. Deliberation is needed for long-term community engagement. A Washington State elementary school's broad-based site leadership team sets school direction and handles issues influencing student learning. This team successfully…

In today's society, changes in technology have made estimation skills more important than ever in the development of mathematical power. Presents a schoolwide activity in which students participate in a mathematical contest on estimation. Concludes that, in devising their estimates, students have practiced their problem-solving and sense-making…

Two aptitude-treatment interaction studies involving 61 college students examined comparative effects of metacognitive strategy training in self-questioning within cooperative group learning and traditional direct instruction on the acquisition of computing competence, learning anxiety, and positive cognition. Results support including cooperative…

Investigates variations in students' responses to lever problems across multiple assessment contexts and formats. Data sources include students' semantic maps, written responses to questions, and modeled solutions to practical problems. Contains 40 references. (DDR)

This paper reports on the classroom experiences of eight 11-year-old pupils with learning difficulties attending four Scottish special schools. Emphasis is on ways teachers can encourage reflective reasoning, problem solving, and metacognitive awareness by pupils who have moderate degrees of difficulty in learning. (Author/DB)

U.S. mathematics education has been criticized for being too broad. This article examines ways middle school students use simple problems and situations to foster a deeper understanding of underlying concepts. Presents a sample area and perimeter problem, describes extending the problem using tiles to determine minimum perimeter, and discusses…

Examines how results of research on the brain and learning can be applied to the education of middle level students. Considers neural, experimental, and reflective intelligence and the importance of emotion in learning. Suggests ways to use natural curiosity to enhance learning by introducing engaging problems and reflecting on the problem-solving…

Presents activities on problem solving, mathematical induction, proof by induction, and use of the phrase "without loss of generality." Provides a computer application illustrating recursive and iterative functions using C language. (ASK)

Details how a spreadsheet with graphics capabilities can be used to illustrate enzyme kinetics and explain how computer simulation of a reaction mechanism is accomplished. (DDR)

Details an activity in which students are challenged to consider real-world problems. Students collect and organize data on two fish species, examine the data mathematically, draw conclusions about the organisms with which they work, and extrapolate the results to other environments. (DDR)

One Swedish university designed a program based on problem solving to make student teachers more reflective about mathematics teaching and learning. Student teachers work cooperatively in small groups, with teacher educators facilitating. Preliminary evaluation suggests the program helps student teachers develop insight into the complexity of…

Illustrates how the details of a real-life traffic accident may be analyzed with simple physics to prove that evidence can be enough to convict a motorist of a serious offense. (DDR)

A former superintendent explains the value of teamwork for solving problems involving bus passes, budgets, and faculty attrition. His continuous-quality-improvement initiatives sparked creative impulses while underscoring the importance of redesigning work procedures and giving people the time and encouragement to be inventive. (MLH)