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Coordinate Geometry of Three Dimensions (Paperback)  | Released: 2010

By: Hari Kishan (Author)   Publisher: Atlantic

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Coordinate geometry of three dimensions is an advanced branch of analytical geometry. It is studied with the help of algebra though it is largely based on imagination. French mathematician Reni Descartesfondly remembered as soldier mathematician is said to be the inventor of coordinate geometry of three dimensions. He published his... Read More

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Author:

Hari Kishan

Publisher Name:

Atlantic

Language:

English

Binding:

(Paperback)

About The Book
Coordinate geometry of three dimensions is an advanced branch of analytical geometry. It is studied with the help of algebra though it is largely based on imagination. French mathematician Reni Descartesfondly remembered as soldier mathematician is said to be the inventor of coordinate geometry of three dimensions. He published his ideas way back in the 17th century, and the subject has advanced much further since then, with the contributions from eminent mathematicians all over the world. The book Coordinate Geometry of Three Dimensions covers all the pertinent topics, which makes it a treatise on the subject. The language of the book is simple and manner lucid for easy comprehension by the readers. Terms, equations, theorems, etc. have been illustrated with the help of diagrams. Illustrative examples have been given in every chapter. Besides, exercises have been incorporated for thorough practice by the students. Answers to these exercises have been provided, enabling them to self-check their attempts. The book will prove highly useful to the students of mathematics pursing graduation and postgraduation. Those preparing for various competitive examinations, with mathematics/ geometry option, will be immensely benefited from this book.Table of Contents: PrefaceVOLUME 11. Systems of Coordinates; 2. Projections and Direction Cosines; 3. The Plane; 4. The Straight Line; 5. Change of Axes; 6. SphereVOLUME 27. Cylinder; 8. Cone; 9. Central Conicoids and Paraboloid; 10. The Axes of A Plane Section of A Conicoid; 11. Confocal Conicoids; 12. Generating Lines; 13. Reduction of General Equation of Second Degree

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