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tan(2 cos^(−1) x) Write the expression algebraically in x
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Hmm, might be able to simplify this by drawing the right triangle.
\(cos^{-1}x means the angle, say Θ, that has a cosine of x/1. |dw:1352348226366:dw|
Change tan into sin/cos and you can convert using double angle formula.
You're basically looking for tan(2Θ). The double angle identity is \[\large tan(2Θ) = \frac{2tan(Θ)}{1-tan^2(Θ)}\]
I don't know if this is right, but I half-awake scratched this on some paper: \(-2x\sqrt{1-x^2}\) See if you can get that. Good luck and good night.
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