This classic text introduces how to describe lines, planes, and surfaces with equations, and how those equations reveal the shapes of objects in three dimensions. Readers build a solid, usable understanding of analytic geometry through worked examples and problems.

The book guides you from basic ideas to more advanced topics, showing how to move between coordinate descriptions and geometric insight. It emphasizes methods you can apply to solve real problems in mathematics and related fields, with a focus on structure, reasoning, and verification.

How coordinates describe lines, planes, and curves in space
How to convert geometric questions into algebraic equations
Methods for finding tangents, normals, and loci of points
Worked examples and problems that reinforce key concepts

Ideal for students studying analytic geometry, engineers, and anyone who wants a solid foundation in three-dimensional reasoning.

"About this title" may belong to another edition of this title.

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