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I know about sin, cos, and tan. But what are sinh, cosh, and tanh?
Please explain as simply as possible.
Also, what are csc(x), cot(x) and sec(x) used for? I know that they are just sin[sup]-1[/sup], cos[sup]-1[/sup] and tan[sup]-1[/sup] but what are their applications?
Thanks.
Not much to comment on that but I've always been told and taught that csc(x), cot(x) and sec(x) do not equal sin-1, cos-1 and tan-1. Because sin-1, cos-1 and tan-1 are the sine inverse, cosine inverse and tangent inverse functions.
Csc(x), cot(x) and sec(x) are the reciprocal functions of the sin(x), tan(x) and cos(x) functions. Not the inverse of them.
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The definitions are:
They are partially related to the usual trig functions in that they interact similarly
etc
Usually you won't encounter them until university calculus
Last edited by Identity (2009-12-12 07:53:27)
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Ok, what are the uses of sinh, cosh and tanh? and when i find sinh(x) what am i actually doing?
Oh and thanks for clearing that up anakin and devnate`
I recall looking cosh and sinh up in Wikipedia. If I remember correctly, they describe the way a rope hangs between two points, called a catenary. Worth a look for yourself?
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