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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
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
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Hughes, Barnabas B. – Two-Year College Mathematics Journal, 1979
The article includes a short history of polygonal numbers, a method for finding the root of a polygonal number, and suggestions for using polygonal numbers in the classroom. (MK)
Descriptors: Algebra, College Mathematics, Higher Education, Mathematical Enrichment
Peer reviewed Peer reviewed
Hirsch, Christian R. – Mathematics Teacher, 1980
Worksheets for duplication are provided for this activity designed for students in grades 6-10. The objective of the activity is to have students discover generalizations about the patterns formed. (MK)
Descriptors: Activities, Algebra, Generalization, Geometric Concepts
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
Sykes, Mabel – 1994
This updated reprint of a classic work presents design analysis of geometric patterns and information helpful to constructing mathematical drawings of industrial and achitectural features. Both simple and complex designs are given. Problems combine both algebra and geometry. The work is divided into six chapters which are further divided into…
Descriptors: Algebra, Architectural Drafting, Architectural Education, Art