Close
Express \(\sinh{x}\) in terms of exponentials.
Express \(\cosh{x}\) in terms of exponentials.
Express \(\tanh{x}\) in terms of exponentials.
Express \(\cosh^{-1}{x}\) in terms of natural logs
Express \(\sinh^{-1}{x}\) in terms of natural logs
Express \(\tanh^{-1}{x}\) in terms of natural logs
Differentiate \(\cosh{x}\)
Differentiate \(\sinh{x}\)
Differentiate \(\tanh{x}\)
Differentiate \(\sinh^{-1}{x}\)
Differentiate \(\cosh^{-1}{x}\)
Differentiate \(\tanh^{-1}{x}\)
Integrate \(\tanh^{-1}{x}\)
What is Osborne's Rule?
Use Osborne's rule to find the corresponding hyperbolic equation to:
\[\tan^{2}{x}+1\equiv \sec^{2}{x}\]
Use Osborne's rule to find the corresponding hyperbolic equation to:
\[\cot^{2}{x}+1\equiv \cosec^{2}{x}\]
What is the integral of\( f'(x)[f(x)]^{n}\)
What is the integral of \(\frac{f'(x)}{f(x)}\)
