Advocates the use of discovery or guided inquiry experiments for developing critical thinking in problem solving. Provides a stepwise method for creating inquiry experiments and provides an example by comparing the two methods for a freezing point experiment. (JM)

This guide focuses on teaching hands-on, discovery-oriented physical science in the elementary classroom using children's literature. Each lesson is an integrated learning episode with a clearly defined science content objective which is supported and enriched through literature, writing, and mathematics. The three sections are: (1) "Properties of…

Describes a learning unit on women's contributions to society that was developed cooperatively by third grade teachers and a library media specialist. Students brainstormed what they knew about women's accomplishments, conducted group and individual phone interviews, and questioned a panel of women who visited the school. Sidebars include the…

Discusses the format of a semester course and provides details about grading, formative assessment, research papers, lecture activities, cooperative examinations, use of spreadsheets, and open-ended laboratory projects. Contains 15 references. (DDR)

Maintains that understanding and implementing the National Geography Standards through simulation techniques can be a powerful tool for studying any cultural region. Provides a step-by-step instruction for creating a classroom field trip simulation. Includes tips for follow-up activities and assessment procedures. (MJP)

Examines reading, writing, and mathematics for older primary children within the Montessori setting. Emphasizes normalization and engaging links with the prepared environment, focusing on how discovery moments in reading and contexts for learning around culture create natural conditions for learning. Asserts that the guided discovery approach…

Described is a mobile hands-on science program called "Light Works" that is brought directly into the classroom. The reasons for the implementation of "Light Works" into primary classrooms is discussed. The advantages and operation of this program are included. (KR)

Maintains that children's museums provide unique opportunities that engage families in intergenerational exploration and learning. Provides criteria for selecting a museum that serves developmental needs of children and adults alike. (BB)

Argues that mathematics education at the preschool and primary level should emphasize child-centered, hands-on, discovery learning, rather than paper-and-pencil tasks that may be too abstract for young children. Suggests that this holistic approach to mathematics fosters concept development and higher order thinking skills on a broad level. (MDM)

Maintains that, if national geography standards are effective, issues-based instructional materials are needed. Reports on a study of the use of 3 modules on environmental education by 480 secondary students in 18 schools. Finds that the students made significant cognitive and skill gains. (CFR)

Creating opportunities and encouraging student-centered questioning requires a special teacher-student dynamic. Students need to be empowered to ask questions. The article explores what teachers can learn from questions students ask, focusing on learning outcomes for teachers, and using a second-grade lesson on Harriet Tubman as an example. (SM)

Describes the use of student verbalization and immediate feedback, cooperative learning, a concept/discovery-based approach, and creative classroom activities in a remedial mathematics class for first-year students at Medgar Evers College. Compares student achievement with that in other sections of the same course. Includes sample problems. (DMM)

Offers LOGO as an environment that facilitates the development of cognitive strategies useful in problem solving. Presents LOGO activities requiring students to combine preprogramed procedures to produce worksheet patterns. Using this approach promotes using LOGO as a vehicle for problem solving and results in a more positive attitude toward LOGO.…

Discusses possible approaches to solving the problem of how many different triangles can be formed on an n x n geoboard and the different geometric concepts utilized to formulate a solution. Approaches include counting strategies, writing a computer program, and using difference equations. (MDH)

Presents two worksheets that ask students to count and classify the triangles that can be formed with a given total number of toothpicks or a given number of toothpicks for one side of the triangle. A third worksheet asks students to identify patterns observed during the investigations. Provides reproducible worksheets. (MDH)