1. Conics, Parametric Equations, and Polar Coordinates
Chapter 10
Conics, Parametric Equations, and Polar Coordinates

2. Figure 10.1 and Figure 10.2
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3. Theorem 10.1 Standard Equation of a Parabola
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4. Theorem 10.2 Reflective Property of a Parabola and Figure 10.6
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5. Figure 10.7 and Figure 10.8
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6. Theorem 10.3 Standard Equation of an Ellipse
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7. Theorem 10.4 Reflective Property of an Ellipse
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8. Definition of Eccentricity of an Ellipse and Figure 10.12
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9. Theorem 10.5 Standard Equation of a Hyperbola
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10. Theorem 10.6 Asymptotes of a Hyperbola and Figure 10.15
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11. Definition of Eccentricity of a Hyperbola and Figure 10.17
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12. Definition of a Plane Curve
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13. Definition of a Smooth Curve
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14. Figure 10.26
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15. Figure and Figure 10.28
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16. Theorem 10.7 Parametric Form of the Derivative
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17. Theorem 10.8 Arc Length in Parametric Form
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18. Theorem 10.9 Area of a Surface of Revolution
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19. Figure 10.36
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20. Figure 10.37
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21. Figure 10.38
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22. Theorem 10.10 Coordinate Conversion
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23. Theorem 10.11 Slope in Polar Form
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24. Theorem 10.12 Tangent Lines at the Pole and Figure 10.48
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25. Limacons
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26. Rose Curves
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27. Circles and Lemniscates
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28. Figure 10.49
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29. Figure 10.50
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30. Theorem 10.13 Area in Polar Coordinates
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31. Figure and Figure 10.54
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32. Theorem 10.14 Arc Length of a Polar Curve
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33. Theorem 10.15 Area of a Surface of Revolution
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34. Theorem 10. 16 Classification of Conics by Eccentricity and Figure 10
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35. Theorem and Figure 10.60
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