Integrating Into Inverse Hyperbolic Functions Examples | Calculus - JK Math

Описание: Example Problems For How to Integrate Into Inverse Hyperbolic Functions (Calculus)

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In this video we look at practice problems of integrating functions that lead to inverse hyperbolic functions. The inverse hyperbolic functions include arcsinh(x), arccosh(x), arctanh(x), arccoth(x), arcsech(x), and arccsch(x), however when integrating we generally use their logarithmic definitions. We use the three integration rules that lead to these functions, with the help of u-substitution and explain each step along the way for each example.

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Calculus requires a solid understanding of precalculus and algebra concepts and techniques including factoring, equation manipulation, trigonometric equations, logarithms, finding slope, graphing, and many more. If you are not familiar with these prerequisite topics, be sure to learn them first!

Video Chapters:
0:00 Example 1 - 1/sqrt(4x^2-3)
5:39 Example 2 - x/(25-x^4)
11:10 Example 3 - 1/(sqrt(3)x*sqrt(2+3x^4))


📝 Lesson Video For These Examples:    • Integrating Into Inverse Hyperbolic Functi...  

⏩ Next Lesson (Calculus 2 Lesson 1):    • Area Between Two Curves | Calculus 2 Lesso...  

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