Integrating Hyperbolic Functions Examples | Calculus - JK Math

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

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In this video we look at practice problems of finding the integral of hyperbolic functions. The hyperbolic functions are a special class of exponential functions, and include sinh(x), cosh(x), tanh(x), coth(x), sech(x), and csch(x). We look at several example problems of integrating these functions using their integration rules as well as other integration rules, explaining each step along the way.

This course is designed to help students understand the concepts of calculus at a grounded level. No long, boring, and unnecessary explanations, just what you need to know at a reasonable and digestible pace, with each lesson under 20 minutes!

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 - 1/9*cosh(x/3)
3:28 Example 2 - 6csch^3(x)*coth(x)
8:18 Example 3 - sinh(x)/(1+sinh^2(x))
12:14 Example 4 - sinh(x)*cosh(x)
15:32 Example 5 - e^x*sech^2(e^x)


📝 Lesson Video For These Examples:    • Integrating Hyperbolic Functions | Calculu...  

⏩ Next Lesson:    • Derivative of Inverse Hyperbolic Functions...  

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#calculus

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