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Hyperbolic angle - Definition and Overview |
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A hyperbolic angle in standard position is the angle at (0,0) between the ray to (1,1) and the ray to (x,1/x) where x > 1.
The magnitude of the hyperbolic angle is the area of the corresponding hyperbolic sector which is log x.
Note that unlike circular angle, hyperbolic angle is unbounded, as is the function log x, a fact related to the unbounded nature of the harmonic series.
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Example Usage of Hyperbolic |
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idiotsonsports: Syracuse wins 101-55 v. Maine and the game wasn't nearly that close. Seriously. I'm not being Hyperbolic |
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dolcewina: Hyperbolic RT @Irsano: Tot,ojegnya anak muda smua lg,pke motor2 bodong,ada bpk2,tp dr mukanya kliatan doi mirip valentino rossi,ga jadi dah |
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stackexchange: StackExchange: Why is a variety of general type Hyperbolic? - http://stackexchangesites.com/HFu |
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