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equation of tangent line for f(x) = x squared tan (4 - 3x) at the point x=0
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you got the derivative?
i got -3x squared sec squared (4-3x) + 2x tan(4-3x) ...but i'm a bit rusty so im not sure thats correct
yeah that looks good \[f'(x)=-3x^2\sec^2(4-3x)+2x\tan(4-3x)\]
and so \(f'(0)=0\)
you line is therefore horizontal
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many thanks!
yw
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