Published on Course-Notes.Org (http://www.course-notes.org)

Hyperbolic Functions

Hyperbolic Functions

Subject:

Trigonometry [1]

Subject X2:

Trigonometry [1]

Hyperbolic Functions

Hyperbolic Functions

Hyperbolic Functions are defined in terms of exponential functions but are like trig. functions in many ways.

$7hyper01$

$7hyper1$

$7hyper2$

$7hyper3$

$7hyper4$

$7hyper5$

$7hyper6$

$7hyper7$

$7hyper8$

$7hyper9$

$7hyper10$

$7hyper11$

Subject:

Trigonometry [1]

Subject X2:

Trigonometry [1]

Inverse Hyperbolic Functions

Inverse Hyperbolic Functions

Since hyperbolic functions are defined in terms of exponential functions, it is expected that their inverses can be expressed in the inverse of their exponential functions:

Inverse Hyperbolic Functions in terms of logarithms:

$7inver1$

$7inver2$

$7inver3$

$7inver4$

$7inver5$

$7inver6$

$7inver7$

$7inver8$

$7inver9$

$7inver10$

$7inver11$

$7inver12$

Subject:

Trigonometry [1]

Subject X2:

Trigonometry [1]

Source URL: http://www.course-notes.org/Trigonometry/Hyperbolic_Functions

Links:
[1] http://www.course-notes.org/Subject/Math/Trigonometry