The hyperbolic functions are analogues of the trigonometry functions (sin, cos and related functions), but based on the geometry of the hyperbola rather than the circle.
This sections covers:
- The main hyperbolic functions:
- The reciprocal hyperbolic functions:
- The inverse hyperbolic functions:
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angle area argand diagram cartesian equation chord circle combinations complex polygon complex power complex root cosh cosine cosine rule cube decagon derivative diagonal directrix dodecagon ellipse equilateral triangle eulers formula exponent exponential exterior angle first principles focus gradient graph hendecagon heptagon hexagon horizontal hyperbola hyperbolic function infinity interior angle inverse hyperbolic function irregular polygon isosceles trapezium isosceles triangle kite koch curve l system locus major axis minor axis newton raphson method nonagon normal octagon parabola parallelogram parametric equation pentagon perimeter permutations polar coordinates polynomial power pythagoras proof quadrilateral radians radius rectangle regular polygon rhombus root set sine sine rule sinh sloping lines solving equations solving triangles square standard curves star polygon straight line graphs symmetry tangent tanh transformations trapezium triangle turtle graphics vertical