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Analytic Geometry with Calculus by Yates R.C. is a nonfiction available to read on EtoBox.
What is Analytic Geometry with Calculus about?
Cover......Page 1 Title Page......Page 2 Copyright......Page 3 Preface......Page 4 Contents......Page 6 I. THE PLANE......Page 12 1.1 The Real Number System and the Continuum Axiom......Page 14 1.2. Coordinate Systems in the Plane......Page 15 1.3. Graphs: Mathematical Statements......Page 16 1.4. Graphs, Rectangular (General Remarks)......Page 19 1.5. Guide Lines (Rectangular Coordinates)......Page 24 * 1.6. Techniques (Rectangular Coordinates)......Page 26 1.7. Graphs, Polar......Page 31 2.1. Distance. Midpoint of a Segment......Page 36 2.2. Direction Cosines. Direction Numbers......Page 37 2.3. Angle Between Two Line Segments......Page 39 2.4. Parallel and Perpendicular Line Segments......Page 40 2.5. Slope......Page 41 2.7. Angle of Triangle Formed by P1P2P3......Page 42 3.2. Function......Page 44 3.4. Limits. The Symbol......Page 45 3.5. Geometric Progressions......Page 47 3.6. A Special Limit......Page 48 3.8. Continuity......Page 50 4.1. The Derivative in Rectangular Coordinates......Page 55 4.2. Slope of a Curve y = f (x)......Page 57 4.3. Maximum-minimum in Rectangular Coordinates......Page 58 4.4. The Derivative in Polar Coordinates......Page 60 4.5. Derivatives of uv, u/
Who reads Analytic Geometry with Calculus?
It is typically read by self-directed learners exploring a subject in depth.
Common subject areas: history, science, philosophy, social sciences.
- Author
- Yates R.C.
- Publisher
- PH
- Published
- 1961
- Language
- EN
- Category
- nonfiction
- Subjects
- Mathematics, Analysis, Stem
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