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is sin^-1 the same as cosecant?
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normally \[ \sin^{-1} (x) \] means the inverse sine as opposed to the sin to the negative 1 power but if you do mean 1/sin(x) then yes this is the cosecant
I thought sin^-1 WAS the inverse of sine??? But is cosecant and the inverse of sine the same thing? Like, if a question asked me what the cosecant of a number was, all I would have to do is hit the inverse of sine button on my calculator???
As @phi wrote above, in this case, do not interpret the "exponent" -1 as being a normal exponent of -1. In this case, the symbol "-1" that looks like an exponent means the inverse function.
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