Please show work.

Activity 2.7.7. To take the derivative of some explicit equations you might need to make it an implicit equation. For this activity we will find the derivative of ye I Make the equation an implicit equation by taking natural logarithm of both sides, this gives In(y) = > In(*). Knowing this, what is #? This process to find a derivative is known as logarithmic differentiation. A. dy = x* (In(z) + 1) B. dy (In(z) + 1) dr C. dy - r(In(x) + 1) D. dy (In(x] -2)