Some links between turtle geometry and analytic geometry
by Neil C. Rowe
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The computer language Logo facilitates the teaching of analytic geometry and calculus from the notion of curvature, through its turtle geometry facility. The author provides some theoretical basis for finding turtle geometry equivalents of familiar curves in analytic geometry, and vice versa, by some simple methods apparently previously unnoticed. In particular, he studied turtle geometry programs where the curvature of a line is a trigonometric function of its orientation. (Author)
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Edition Notes
Title from cover.
"Prepared for: Chief of Naval Research"--Cover.
"January 1984"--Cover.
"NPS52-84-002"--Cover.
DTIC Identifiers: Turtle geometry, Parametric equations, PE61152N.
Author(s) key words: Education, calculus, analytic g3eometry, turtle geometry, Logo, computer languages, curvature, polygons, conic sections, cycloid, spiral, catenary, active learning, computers in education.
Includes bibliographical references (p. 12).
"Approved for public release; distribution unlimited"--Cover.
Technical report; 1984.
aq/aq cc:9116 09/01/98
kmc/kmc 10/27/09.
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