Models are an important tool for geography teaching, as they can be used to represent features of human and/ or physical systems. In addition, they enable the student to identify with the demonstrated reality, since they work with iconic images and symbols specific to each culture, used to represent the elements contained in the models (da Silva…

In this second installment of a two-part article, the author draws from coaching and research into children's learning in science to present a model for building pupils' scientific ideas quickly and effectively. In the first article, the author outlined how pupils' reading improves when they are more engaged in finding scientific…

Presents activities in a context that promotes connections between students' experiences and new content and provides visual and/or physical links between informal knowledge and formal math ideas. (YDS)

Develops a method for visualizing the complex roots of a polynomial equation. Illustrates some quadratic or cubic polynomials and their solutions. (KHR)

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)

This second article in a series on children's artistic learning reviews the developmental process of symbolization and symbol representation by young children and analyzes the symbolism in works by three boys. Practical teaching considerations are discussed. For part one of this series, see the September, 1980 issue of this journal. (SJL)

Discusses the gap in France between institutional support for the use of technology in mathematics teaching and its weak integration into teacher practice. Identifies and analyzes steps in integration and indicates that the role played by technology in moving from being a visual to an essential constituent of the meaning of tasks affects student…

Presents activities to visually explore the algebraic concepts of variable, constant, the distributive property, and combining like terms. Presents four transparencies that use visual models to understand exercises in students perform the same mental calculations on a number of their choice and obtain the same result. (MDH)

Describes the Agam program, a 36-unit curriculum program to introduce students to basic visual concepts and that applies visual abilities and visual thinking to learning tasks. Describes two units at the third grade level, "Ratio and Proportion" and "Numerical Intuition," and makes observations of the students' learning. (MDH)

Presents activities that use visual-geometric models to help students develop their understanding of exponents and division of powers with the same base. Presents opportunities for students to discover patterns for themselves and communicate these findings to others. (MDH)

Invaluable for anyone looking to understand young children's thinking, this essential textbook helpfully combines introductions to theories about thinking with observations from real-life practice. The book explores underlying theories behind topics such as: (1) the relationship between nature and nurture; (2) models of cognitive development, with…

These 28 interdisciplinary learning activities for elementary children are designed to provide perceptual, cognitive, and personal-social growth experiences. Subject areas included are art, dance, language arts, math, music, science, career education, health, physical education, reading, and social studies. The teaching strategies, which provide…