Describes three inquiry-based activities designed for students to begin to understand complex environmental relationships in their own backyard. Includes investigations of ants, which allow students to establish a baseline survey of ant fauna, test the importance of ants in nutrient cycling and soil structure maintenances, and increase student…

Presents research founded on a socio-ecological approach to environmental education that includes individual and structural aspects of environmental awareness and problem solving. Presents one instrument used in discussions with teacher teams. Contains 23 references. (DDR)

Explores how to know when children think mathematically, how to establish a setting that elicits mathematical thinking, and what to learn about children as a result. Fourth grade students think and talk mathematically while tackling a real-life PACKETS program. Addresses content standards involving proportional reasoning as well as the process…

Describes an art activity for third-grade students in which they learned about African animals in one class period and spent time in another class period creating a picture of a giraffe. Explains that the students learned about watercolor wash and the wet-on-wet technique. (CMK)

Describes a rugby problem designed to help students understand the maximum-minimum situation. Presents a series of explorations that locate an optimal place for kicking the ball to maximize the angle at the goalposts. Uses interactive geometry software to construct a model of the situation. Includes a sample student activity. (KHR)

Describes a project incorporating movies, literature, games, and other resources into mathematics instruction. Focuses on cultural differences. (Contains 10 references.) (YDS)

Describes an art lesson using the styles of Charles Demuth and Charles Sheeler in which the students created computerized drawings containing geometric forms. Explains that the lesson incorporates computer technology, art, and mathematics. Provides background information on Demuth and Sheeler and discusses procedures for the lesson. (CMK)

This study investigated several nontraditional identification methodologies for their efficacy in identifying both minority and nonminority gifted students. Sixth graders (n=433) were given drawing and problem-solving tasks. Peer and teacher nominations were also used. The assessments identified a proportionate number of minority and nonminority…

This article offers a working definition and an overview of the critical components of collaborative consultation, including theoretical foundations, competencies, and model components. It focuses on the role of the speech language pathologist within various models and as a participant in a five-step problem-solving procedure. (DB)

The Future Problem Solving process engages middle school students in real-world issues by creating a multidisciplinary "think tank" environment requiring them to apply both divergent (brainstorming, creativity, flexibility) and convergent (analysis, synthesis, evaluation) strategies to political problems. The process can accurately…

A primary math activity teaches students counting and classifying using a book about a mother and child who tour a farm at midnight. An intermediate math activity teaches logical reasoning through a story problem in which students must use information from a story to figure out an answer. (SM)

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)

Project offers grades 3-8 students hands-on design practice creating built environments to solve a society-based architectural problem. Students plan buildings, draw floor plans, and make scale models of the structures that are then used in related interdisciplinary activities. (Author)

Discusses the use of children's literature to integrate language arts and mathematical problem solving in the middle school classroom. Considers selecting a book and writing the language arts and problem solving lessons; describes the process of creating and solving a mathematical problem based on a story. (JPB)

Describes a laboratory-based program in physics designed to help students build effective links between the mathematical equations used to solve problems in mechanics and the real world of moving objects. Conducts the study among senior college students and points out the value of laboratory work in science education for development of thinking…