Derivatives of Hyperbolic Functions
Read this topicExplanations 2
- (Video) Derivatives of Hyperbolic Functions by PatrickJMT Before we begin we should preface this with hyperbolic functions suck. Show me someone who likes hyperbolic functions a…
By Alex Federspiel
- (Video) Derivatives of Inverse Hyperbolic Functions by PatrickJMT Here's a video by patrickJMT showing you how to take derivatives of inverse hyperbolic functions. These are sim…
By Alex Federspiel
Problems 10
- Compute the derivative of f(x)=cosh(2x2)f(x) = \cosh(2x^2)f(x)=cosh(2x2).
- Find the derivative of f(x)=cosh−1(2x2)f(x)=\cosh^{-1}(2x^2)f(x)=cosh−1(2x2)
- Find the derivative of y=xsinh(x3)y=x\sinh\bigg(\frac{x}3\bigg)y=xsinh(3x)
- Find the derivative of y=xsinh−1(x3)y=x\sinh^{-1}\bigg(\frac{x}3\bigg)y=xsinh−1(3x)
- Find the derivative of y=ecsch(πx)y=e^{\text{csch}(\pi x)}y=ecsch(πx)
- Find the derivative of y=ecsch−1(πx)y=e^{\text{csch}^{-1}(\pi x)}y=ecsch−1(πx)
- Find the derivative of g(t)=tanh(t2+1)g(t)=\tanh(\sqrt{t^2+1})g(t)=tanh(t2+1)
- Find the derivative of g(t)=tanh−1(t2+1)g(t)=\tanh^{-1}(\sqrt{t^2+1})g(t)=tanh−1(t2+1)
- Find the derivative of h(x)=sinh(cosh−1x)h(x)=\sinh(\cosh^{-1}x)h(x)=sinh(cosh−1x)
- Find the derivative of h(x)=sinh−1(coshx)h(x)=\sinh^{-1}(\cosh x)h(x)=sinh−1(coshx)