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find the equation of the tangent to y=logx at the point where x=e^2
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log as in base 10 or base e?
\[L_{tan} = f'(e^2)x -f'(e^2)e^2 + log(e^2)\]
now the only thing to do is define what log represents since it can go either way apparently
YUP :).
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wait so should the equation look like y-2log =1/e^2 (x-e^2)
*y-2loge
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