Argues that science teaching should place more emphasis on linguistic explorations which provide an opportunity for students to develop proto-concepts that enable the development of scientific thinking. Contains 16 references. (DDR)

A new paradigm is presented for investigating how intervening concepts are learned. Results of four experiments involving 85 college students provide converging evidence for the acquisition of intervening concepts. A simple associative learning mechanism is proposed to account for the results. The new paradigm uses a stimulus-response-feedback…

Illustrates ways of using algebra tiles to give students a visual model of competing squares that appear in algebra as well as in higher mathematics. Such visual representations give substance to the symbolic manipulation and give students who do not learn symbolically a way of understanding the underlying concepts of completing the square. (KHR)

Reports on a study aimed at facilitating freshman general chemistry students' understanding of atomic structure based on the work of Thomson, Rutherford, and Bohr. Hypothesizes that classroom discussions based on arguments/counterarguments of the heuristic principles on which these scientists based their atomic models can facilitate students'…

Analyzes the answers provided by (n=98) 12-year-old students to questions on an end-of-the-year science examination. Points out that although students are able to explain day and night, they have difficulties explaining why the moon always presents the same face to Earth. Addresses implications for teaching and learning. (Contains 17 references.)…

Explains how misconceptions act as barriers to learning and must be addressed by teachers in the delivery of instruction. Points out that if misconceptions are not overcome, no new learning will result from a student's time in the classroom. Reports the results of an action research project that concluded that the majority of students make no…

Investigates the relationships between students' free exploration of interactive science museum exhibits, conceptual understandings, and cognitive developmental levels. Classifies participating subjects (n=45), ages 5-13, as preoperational, concrete operational (empirical-inductive), or formal operational (hypothetical-deductive). (Contains 22…

Explains that in dynamics, the process of finding the direction of force acting on a moving object can be structured as a syllogism. Uses the syllogistic form of a scientific explanation task to help middle school students change their prior conceptions about force and motion. Reports four factors preventing students' use of deductive reasoning.…

Reports on an investigation of student understanding of the first law of thermodynamics. Involves students from a first-year university physics course and a second-year thermal physics course. Focuses on the ability of students to relate the first law to the adiabatic physics course. Discusses implications for thermal physics and mechanics…

Describes an activity designed to help students connect the ideas of linear growth and exponential growth through graphs of the future value of accounts that earn simple interest and accounts that earn compound interest. Includes worksheets and solutions. (KHR)

Focuses on geometric solutions of quadratic problems. Presents a collection of geometric techniques from ancient Babylonia, classical Greece, medieval Arabia, and early modern Europe to enhance the quadratic equation portion of an algebra course. (KHR)

Investigates how teachers can build student understanding of what constitutes a reasonable estimate. Includes activities to develop quantity and measurement estimation. (KHR)

Four studies examined whether 16-month-olds' responses to true/false utterances interacted with their knowledge of human agents. Findings suggested that infants are developing a critical conception of human speakers as truthful communicators and that infants understand that human speakers may provide uniquely useful information when a word fails…

Examined geographical representations among children and young adults. Found that a distinct home region was apparent at age 9. At age 11, children divided North America into regions the same as university students. Children used new location information to update location estimates. Children preserved ordinal structure of initial location…

Presents a classroom activity in which students build and learn to use their own abacuses. Describes the lesson that combines mathematics, art, and social studies. (KHR)