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what's lim x-0(x^(2)tan^(2)(cos^(-1)X)?
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Well, I guess we would tan(arccosx) into sines and cosines: \[\frac{ x^{2}\sin(arccosx) }{ \cos(arccosx) }\]cos(arccosx) just cancels to x. And then that resulting x cancels out with one of the x's on top to leave: \[xsin(arccosx)\]Now that we have this, theres nothing undefined to even worry about. Plug in 0 and the limit gives you 0
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