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What is the arcsin(1.16)?

Mathematics
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Are you allowed to use calculator?
Yes.
I don't have one.

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Other answers:

and google won't do it.
Ok. it's undefined.
go to mathway.com
Okay, thanks.
It doesn't exist.
Okay, thanks.
What is mathway?
A math guide
Okay, thanks.
yup
what level are you at?
because i can give you the answer
precalc.
1.570796327-.i5584022166
lol, don't need that, but thanks.
that is the answer but at advanced study of maths
well then it is undefined hehehe at ur level
everything has a solution but at ur level for the sake of simplification u say its undefined
Okay.
Geek, can you help?
When I put in "arcsin(.9665 degrees) in degrees" into google, it gives me an identical answer.
Why does it do that?
Because a domain of \(sin^{-1}x\) is [-1, 1] and .9665º is in between -1 to 1, so it is identified. Is this clear?
yes because u are in the R plane but if you migrate in complex world which is Z then the answer is different
Yes, but what is the answer of arcsin(.9665 degrees)?
the R world sorry hehehe
In the simple world please :P
arcsin(.9665 degrees) = 0.0168694073
But isn't that in radians?
You can use WolframAlpha to calculate. http://www.wolframalpha.com/ Yeah, it is in radians. For degree, arcsin(.9665 degrees) = 75.12763776º \[xº = \dfrac{180x}{\pi}\]
Okay, thanks.
Google is broken.
i keep getting disconnected it seems that i need to format my system

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