Hyperbolas NOT at the Origin - Video Tutorials & Practice Problems
Graph Hyperbolas NOT at the Origin
Describe the hyperbola 9(x+2)2−16(y−4)2=1.
This is a vertical hyperbola centered at (−2,4) with vertices at (4,2),(4,−6) and foci at (4,4),(4,−8).
This is a vertical hyperbola centered at (2,−4) with vertices at (4,1),(4,−5) and foci at (4,3),(4,−7).
This is a horizontal hyperbola centered at (−2,4) with vertices at (2,4),(−6,4) and foci at (4,4),(−8,4).
This is a horizontal hyperbola centered at (−2,4) with vertices at (1,4),(−5,4) and foci at (3,4),(−7,4).
Describe the hyperbola .
This is a vertical hyperbola centered at with vertices at and foci at .
This is a vertical hyperbola centered at with vertices at and foci at .
This is a horizontal hyperbola centered at with vertices at and foci at .
This is a horizontal hyperbola centered at with vertices at and foci at .
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