👉 In mathematics, a nonhyperbolic function is a function that does not satisfy the conditions of hyperbolic functions. Specifically, it cannot be written as a combination of sine and cosine functions. For example, the square root function (often represented by sqrt) is nonhyperbolic because it satisfies the equation x^2 = 1, but cannot be expressed in terms of sine and cosine.
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What is the definition of Nonhyperbolical? 🙋
👉 In mathematics, a nonhyperbolic curve is a curve that does not have both endpoints at infinity (i.e., its tangent lines are not horizontal). Nonhyperbolic curves can be defined as those that do not satisfy the hyperbolic equation. A hyperbolic curve is one that satisfies this condition.
