Analytic Geometry

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9. r = -2.
Determine the polar equations of the following loci: 19. 2/ = 2x - 1. 22. xy = 7.
20. 1/2 = 4 s. 23. x2 -j/2 = 1.
21. x^-\-y^ = 2x. 24. x' + 2/^ = 4x + 4?/.
25. Find the polar equations of the circles of radius a tangent to both coordinate axes.
26. Find the polar equation of the parabola with focus at the origin and vertex (-■!)■ 27. Find the polar equation of the ellipse with focus at the origin, center on the y-2ciaa, eccentricity f, and passing through the point ('•D- 28. Find th
...e eccentricity of the rectangular hyperbola x^ — y"^ — o°.
Art. 49 Graphing Equations 121 Art. 49. Graphing Equations To plot the graph of a polar equation make a table of pairs of values satisfying the equation, plot the corresponding points and draw a smooth curve through them. It may be useful to look for any of the things mentioned in connection with plotting in rectangu- lar coordinates. In most cases, however, it is sufficient to imagine 6, beginning with some definite value, to gradually increase and determine at each instant merely whether r is increasing or de- creasing, draw a curve on which r varies in the proper direction and mark accurately the points where r is a maximum, minimum or zero.


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