Let H = G - G be the amount of gunk, G, that is reduced from the competitive level, G. The benefit of reducing gunk is B(H) = AH". The cost is C(H) = H . Use calculus to determine the optimal level of H. The optimal level of H is H= . (Properly format your expression using the tools in the palette. Hover over tools to see keyboard shortcuts. E.g., a superscript can be created with the ^ character.)Fangwen's utility function is U(q1,92) = 91 + 92. The price of each good is $1, and her monthly income is $4,000. Her firm wants her to relocate to another city where the price of q, is $4, but the price of q, and her income remain constant. Fangwen's equivalent variation is $ . (Enter your response as an integer) Fangwen's compensating variation is $ . (Enter your response as an integer)