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Foundations Of Geometry

By David A. Smith

Foundations of Geometry presents students with a challenge to explain and to construct geometric proofs with the axiomatic development of a consistent mathematical system and identify or describe consistent mathematical proofs. Students will be able to write and communicate proofs of geometric statements using direct or indirect arguments; and will be able to discuss the historical development of new geometries. Students will also be able to explain differences between Euclidean and Non-Euclidean geometries.

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Recent Addition: » 6th Grade Math


By David A. Smith, Publication Date: May 16, 2009, 4:22 pm
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Students, in 6th grade math, study integers, rational numbers, percents, exponents, patterns and relationships, graphing techniques, two and three dimensional figures, distance, perimeter, area, volume, and capacity. Mathematical modeling is experienced using materials and pictures to develop problem-solving techniques. Sixth grade math students also study percentages, fractions and decimals. Solving problems involving ratios and...

Recent Addition: » I Love Mathematics


June 16, 2009, 9:32 pm
I Love Mathematics

I love math, I love algebra, I love geometry, get all these I love mathematics designs and more. Each design has a big read heart with black text acclaiming your enthusiasm for mathematics....

Addison Wesley Secondary Math: Foundations of Algebra and Geometry
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The Foundations of Geometry
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Foundations of Geometry
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For sophomore/junior-level courses in Geometry; especially appropriate for students that will go on to teach high-school mathematics. This text comfortably serves as a bridge between lower-level mathematics (more)
Foundations of Differential Geometry (Wiley Classics Library) (Volume 1)
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The Foundations Of Geometry
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An Unabridged Printing, To Include Updated Typeface - Chapters: The Five Groups Of Axioms - The Compatibility And Mutual Independence Of The Axioms - The Theory Of Proportion - The Theory Of Plane Areas (more)
An Essay on the Foundations of Geometry
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This is Russell's first philosophical work published in 1897. The book provides an insight into his earliest analytical and critical thought, as well as an introduction to the philosophical and logistical (more)

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