| 1. | There the asymptotes of the unit hyperbola form a light cone.
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| 2. | Tangent lines to a hyperbola have another remarkable geometrical property.
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| 3. | Standard vectors on the one-sheeted hyperbolas would correspond to tachyons.
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| 4. | The same construction can also be applied to the hyperbola.
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| 5. | The eccentricity of a rectangular hyperbola is \ sqrt { 2 }.
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| 6. | You have to find the centre of the hyperbola and its size.
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| 7. | Any one author can call it anything that in hyperbola.
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| 8. | This is hillarious because the hyperbola itself is tipping pointential.
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| 9. | Other related articles such as Hyperbola and Catenary have not been affected.
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| 10. | I'd also like similar capabilities with an ellipse or hyperbola.
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