# Conics - Hyperbola

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##### Intros

###### Lessons

- Hyperbola:

horizontal hyperbola vertical hyperbola

• Graph looks sort of like two mirrored parabolas, with the two "halves" being called "branches".

• "Vertices" are defined similarly to the way of a "vertex" is defined for a parabola.

• Just as the focus for a parabola, the two foci for a hyperbola are inside each branch.

• The line connecting the two vertices is called the "transverse axis".

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##### Examples

###### Lessons

**properties of a hyperbola**

$-(\frac{x-6}{4})^2 + (\frac{y+5}{3})^2=1$