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Turtle geometry: The computer as a medium for exploring mathematics Andrea diSessa, Harold Abelson
Publisher: MIT

Turtle Geometry: The Computer As a Medium for Exploring. Turtle Geometry: The Computer as a Medium for Exploring Mathematics (Artificial Intelligence). End Date: Friday Apr-26-2013 13:12:53 PDT Buy It Now for only: $39.95. Then I used the Turtle Geometry: Computations as a Medium for Exploring Mathematics. Logo provides a powerful medium for rich mathematical explorations and problem solving while providing a context in which students may fall in love with the beauty of mathematics. In this first example, I ordered a GEOOBJECT object type, which is similar to a Papert's 'Geometry Turtle', with the shape of a plane. Turtle graphics go back to Abelson and diSessa, 'Turtle Geometry – The Computer as a Medium for Exploring Mathematics'. The goal of the project was to build on students' knowledge of turtle geometry (learnt, perhaps from Logo) and to use Python's turtle graphics to give a turtle the ability to navigate a maze. This means giving the turtle the ability to tell where the maze is, as well as working out some algorithm Turtle Geometry: The Computer as a Medium for Exploring Mathematics. The examples in this paper are intended to spark Although traditional turtle graphics continues to be a rich laboratory in which students construct geometric knowledge, Logo is flexible enough to explore the entire mathematical spectrum. The author uses Logo's turtle graphics as a way of exploring the properties of geometric space. The Computer as a Medium for Exploring Mathematics. Turtle Geometry: The Computer As a Medium for Exploring Mathematics by Harold $39.95. Turtle Geometry: The Computer as a Medium for Exploring Mathematics (Artificial Intelligence) –. Harold Abelson and Andrea DiSessa.