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Cohen, Luanne Seymour – 1996
Quilters have been practicing geometric principles for centuries. Since straight seams are easier to sew than curved ones, the grid naturally evolved as the basis for their designs. This book is a resource for experimenting with traditional patchwork quilt patterns. It provides students a hands-on understanding of geometric concepts. It contains…
Descriptors: Art, Art Education, Diagrams, Elementary Secondary Education
Archibald, S. – Secondary School Theatre Journal, 1981
Provides detailed instructions for constructing a pattern and, then, making a shirt suitable for use in classical and period plays. Suggests variations to adapt the shirt to specific needs. (JMF)
Descriptors: Clothing Design, Drama, Dramatics, Patternmaking
Seymour, Dale – 1992
Pattern manifests itself in many ways through properties such as symmetry, repetition, translation, and illusion. This guide, appropriate for use with grades 6-12, presents patterns that are formed entirely by straight lines, yet appear to contain or be formed by curves. Exploring these geometrical shapes offers an opportunity to discover various…
Descriptors: Art Activities, Art Education, Design, Geometric Concepts
Runion, Garth E. – 1990
The Golden Section, also known as the "Golden Mean" and the "Divine Proportion," is a ratio found in art and nature that has mathematical properties. This book explores these geometric and algebraic properties in a variety of activities. Construction problems, designs using the pentagon and pentagram, and opportunities to work…
Descriptors: Algebra, Art, Art Activities, Geometric Constructions
Britton, Jill; Britton, Walter – 1992
This book contains transparency masters, duplication masters, and activities for teaching tessellating art. Part 1 gives instructions and information for creating transparencies from the paper masters in this book. Part 2 provides the transparency masters along with detailed instructions about when and how to use each of the transparencies.…
Descriptors: Art, Art Activities, Design, Elementary Secondary Education
Garland, Trudi Hammel; Kahn, Charity Vaughan – 1995
Mathematics can be used to analyze musical rhythms, to study the sound waves that produce musical notes, to explain why instruments are tuned, and to compose music. This book explores the relationship between mathematics and music through proportions, patterns, Fibonacci numbers or the Golden Ratio, geometric transformations, trigonometric…
Descriptors: Algebra, Fractals, Harmony (Music), Intermediate Grades
Texas Tech Univ., Lubbock. Home Economics Curriculum Center. – 1989
This document contains teacher's materials for a seven-unit secondary education vocational home economics course on textiles and apparel design. The units cover: (1) fiber/fiber characteristics and textile development (including fabrication and dyeing, printing, and finishing); (2) textile and apparel design industries (including their history and…
Descriptors: Clothing, Clothing Design, Clothing Instruction, Fashion Industry
Lovedahl, Gerald G. – School Shop, 1979
Describes apparatus and procedures to design and construct a "printing box" as a graphic arts project to make color prints on T-shirts using photography, indirect and direct photo screen methods, and other types of stencils. Step-by-step photographs illustrate the process. (MF)
Descriptors: Color, Graphic Arts, Guidelines, Industrial Education
Seymour, Dale; Britton, Jill – 1989
This book explores a class of geometric patterns called tessellations, a pattern made up of one or more shapes which completely cover a surface without any gaps or overlaps. Focus in on one of the more elementary types of tessellations and investigation of them through concepts basic to art, geometry, and design. The seven chapters look at which…
Descriptors: Art, Art Activities, Design, Geometric Constructions

Gerdes, Paulus – For the Learning of Mathematics, 1988
The mathematics curriculum should be imbedded into the cultural environment of the student. Discussed is the mathematical educational potential of decorative motif. (PK)
Descriptors: Geometric Concepts, Geometry, Mathematical Enrichment, Mathematics Curriculum

Prentice, Gerard – Arithmetic Teacher, 1989
Discusses the use of flexible straws for teaching properties of figures and families of shapes. Describes a way to make various two- or three-dimensional geometric shapes. Lists eight advantages of the method. (YP)
Descriptors: Elementary Education, Elementary School Mathematics, Geometric Concepts, Geometric Constructions
Johns, Pat – Arts & Activities, 2000
Discusses an art activity for kindergarten students that reinforces the idea that patterns are made from repeating a line or shape. The lesson uses circular rather than linear patterns and can be completed in a 40-minute class period. (CMK)
Descriptors: Art Education, Art Materials, Art Products, Color
Sterling, Donna R. – Science Scope, 2006
Using the seasons in the science classroom increases student observation skills as they focus on subtle differences such as shades of color and differences in structures. In this article, the author presents a variety of activities that can help students identify and demonstrate patterns and changes in leaf or plant development. The ability to…
Descriptors: Observation, Science Education, Classroom Observation Techniques, Science Activities
Yuk, Keun Cheol; Cramond, Bonnie – Journal of Secondary Gifted Education, 2006
Combining both the Western perspective of creativity as productivity and the Eastern perspective of creativity as enlightenment, a Program for Enlightened and Productive Creativity (PEPC) for teaching inquiry was devised. The PEPC describes stages through which a student is guided to solve a problem using increasingly complex observation, inquiry,…
Descriptors: Creativity, Academically Gifted, Instructional Design, Western Civilization
Garland, Trudi Hammel – 1987
This document presents activities and information related to Fibonacci numbers, which are based upon the Golden Ratio, in areas of the arts, sciences, and mathematics. The work is organized into eight chapters: (1) "Origins and Definitions"; (2) "Fibonacci Numbers in Nature"; (3) "Fibonacci Numbers in Art and…
Descriptors: Algebra, Architecture, Art, Geometric Constructions