Candidates should be able to:
- understand the definitions of the hyperbolic functions sinh x, cosh x, tanh x, sech x, cosech x, coth x in terms of the exponential function
- sketch the graphs of hyperbolic functions
- prove and use identities involving hyperbolic functions (e.g. \(cosh^2\) x – \(sinh^2\) x \(\equiv\) 1, sinh 2x \(\equiv\) 2sinh x cosh x, and similar results corresponding to the standard trigonometric identities.)
- understand and use the definitions of the inverse hyperbolic functions and derive and use the logarithmic forms.
Hyberbolic functions – Further Pure Maths 2 Video
Premium Content :
Only paid customers can view this, you can purchase this HERE
If you have paid for this course please log in.
For more information please contact us.