Open AccessRelationship between Trigonometry Functions with Hyperbolic Function
Author(s) -
Sri Rejeki Dwi Putranti
Publication year - 2019
Publication title -
aloha international journal of management advancement/aloha international journal of multidisciplinary advancement
Language(s) - English
Resource type - Journals
eISSN - 2622-3260
pISSN - 2622-3252
DOI - 10.33846/aijmu10402
Subject(s) - hyperbolic function , trigonometry , differentiation of trigonometric functions , trigonometric integral , trigonometric substitution , trigonometric functions , mathematics , proofs of trigonometric identities , function (biology) , integration using euler's formula , extension (predicate logic) , inverse hyperbolic function , pythagorean trigonometric identity , mathematical analysis , pure mathematics , hyperbolic manifold , computer science , polynomial , geometry , evolutionary biology , linear interpolation , bicubic interpolation , biology , programming language
Many engineering problems can be solved by methods involving complex numbers and complex functions. In the definitions below we will prove the relationship between trigonometric functions and hyperbolic functions, where the hyperbolic function is an extension of the trigonometric function.
Keywords: trigonometric functions; hyperbolic functions