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10.5 Hyperbolas

10.5 Hyperbolas

10.5 Hyperbolas. p.615 What are the parts of a hyperbola? What are the standard form equations of a hyperbola? How do you know which way it opens? Given a & b, how do you find the value of c? How do you graph a hyperbola? Why does drawing a box make graphing easier?

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Ellipse - Graphing

Ellipse - Graphing

Ellipse - Graphing. Recall that the two equations for the ellipse are given by . Horizontal Ellipse. Vertical Ellipse. Horizontal Ellipse. Vertical Ellipse. Ellipse - Graphing. The center of the ellipse is located at the point (h, k) . Example 1: Determine the center of

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721 views • 9 slides
Hyperbola

Hyperbola

Hyperbola. By: Leonardo Ramirez Pre Calculus Per.6 Mr. Caballero. Hyperbola. What is a Hyperbola?. The term hyperbola was introduced by the Greek mathematician Apollonius of Perga as well as the terms Parabola, and Ellipse.

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572 views • 9 slides
10.5 Hyperbolas

10.5 Hyperbolas

10.5 Hyperbolas. p.615. Hyperbolas. Like an ellipse but instead of the sum of distances it is the difference A hyperbola is the set of all points P such that the differences from P to two fixed points, called foci, is constant

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216 views • 9 slides
Hyperbola - Graphing

Hyperbola - Graphing

Hyperbola - Graphing. Recall that the equations for a hyperbola are . Horizontal Axis. Vertical Axis. Hyperbola - Graphing. The center of the hyperbola is located at the point (h, k) . Example 1: Determine the center of the hyperbola given by .

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256 views • 8 slides
10.3 Ellipses

10.3 Ellipses

10.3 Ellipses. 10.3 Ellipses. Center point (h,k). Focus point. a. b. F. F. c. V. V. a. Minor axis. Major axis. An ellipse is the set of all points (x,y), the sum of whose distances from two distinct points (foci) is constant. a 2 = b 2 + c 2. Standard Equation of an Ellipse.

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247 views • 8 slides

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