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9.5 Graph and Write Equations of Hyperbola

9.5 Graph and Write Equations of Hyperbola. A hyperbola is the set of all points, P , in a plane such that the difference of the distances between P and two fixed points, called the foci , is a constant. http://rowdy.mscd.edu/~talmanl/HTML/Hyperbola.html. Some Definitions:.

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Center: (h, k) AOS: x = h and y = k Orientation: Horizontal if a >b Vertical if a<b

Cone cut by a plane at an angle through the sides Real World: Tunnels. Center: (h, k) AOS: x = h and y = k Orientation: Horizontal if a >b Vertical if a<b. Vertices: endpoints of major axis Covertices: endpoints of minor axis Foci: the points c distance from center. Major axis. b. b.

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9.5 Graph and Write Equations of Hyperbola

Center: (h, k) AOS: x = h and y = k Orientation: Horizontal if a &gt;b Vertical if a&lt;b

Center: (h, k) AOS: x = h and y = k Orientation: Horizontal if a >b Vertical if a<b