Mathematics

Mathematics

Problem

The equation xey=4x e^{y} = 4 defines yy implicitly as a function of xx. What is dydx\dfrac{dy}{dx} at the point (2,ln⁡2)(2,\ln 2)? a) −14-\dfrac{1}{4} b) 12\dfrac{1}{2} c) −12-\dfrac{1}{2} d) −12ln⁡2-\dfrac{1}{2\ln 2}

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