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sin^-1(-.18) = -.18 correct?
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No.. why? I mean i don't know but in general, Sin^-1(x) does not equal x
unlikely
\[\sin^{-1}x=\theta\]tells you what angle theta gives you the value sin(theta)=x example\[\sin(\frac\pi2) =0\to\frac\pi2=\sin^{-1}0\]
I'm just punching this in the calculator and that is answer I got. I was just startled that x and the answer were the samee
\[\sin x=x\]only has one solution: x=0
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