hyperbolic sine in Japanese
hyperbolic sine in Japanese is ハイパボリックサイン, 双曲正弦.
hyperbolic sine in Japanese
ハイパボリックサイン
Pronounced: haipaborikkusain
(mathematics) A hyperbolic function that is the analogue of the sine function for hyperbolic spaces, taking in a hyperbolic angle as an argument and returning the y-coordinate for the corresponding point on the unit hyperbola. It is written in symbol sinh and can be represented as: \sinh(x) = \tfrac 1 2 (e^x - e^{-x})
双曲正弦
(mathematics) A hyperbolic function that is the analogue of the sine function for hyperbolic spaces, taking in a hyperbolic angle as an argument and returning the y-coordinate for the corresponding point on the unit hyperbola. It is written in symbol sinh and can be represented as: \sinh(x) = \tfrac 1 2 (e^x - e^{-x})
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What is "hyperbolic sine" in Japanese?
"hyperbolic sine" in Japanese is ハイパボリックサイン, 双曲正弦.
How do you pronounce ハイパボリックサイン?
"hyperbolic sine" in Japanese is ハイパボリックサイン, pronounced "haipaborikkusain".
Are there other ways to say "hyperbolic sine" in Japanese?
Yes — Japanese has 2 translations listed for "hyperbolic sine": ハイパボリックサイン, 双曲正弦.
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