what is arcsin \(\theta\) and sinh \(\theta\) ?
@mukushla
arc sin theta means :i think it means inverse of sin. However, if you have 1/2=arcsin(theta), where theta is an unknown angle, then the question means "Where is the sin of the angle equal to one half".
theta = arc sin (y/r) http://uk.answers.yahoo.com/question/index?qid=20110529092711AAPJV14
but what is sinh...........
\(\arcsin\) is the inverse function of \(\sin\).
sine hyperbolic
\[\sin 90 = 1 \implies \arcsin 1 = 90 \]
And yeah, what Omni said.
sin h (z) =gives the hyperbolic sine of z.
Sorry i don't about hyperbolic sine.........
ohh noooo parth. it must be in radians
\[\sin{\pi \over 2}=90\implies \arcsin{90} = {\pi \over 2} \]Better?
sin pi/2 = 1*
arcsin 1 = pi/2*
I messed the whole thing, lol.
but any example of sin h
I'm sure that Omni will be able to give an example.
the function sinhx is defined by: \[sinhx = \frac{1}{2} \left(e^{x}-e^{-x}\right) \]
Ok............ Thats what I wanted.but why is it called hyperbolic may bet as it has a hyperbolic graph ........ ?
well the graph is here: http://www.wolframalpha.com/input/?i=sinhx i cant remember much about it; it has been a while; sorry.
Semicolon again? lol.
Np
habit and lazy way to type lol
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