Suppose a market has the demand curve Q\"(p) = 12008p and a supply curve of Q(p) = 2p, but a total negative externality of E(q) = 116q . (@ (b) () (@ (e (g (h) 2 Find the competitive equilibrium in this market. Find the inverse demand function and inverse supply function. Find the marginal social value curve (the sum of the marginal externalities and inverse demand). Find the surplus-maximizing quantity. Calculate the deadweight loss of the competitive equilibrium. Find the optimal per-unit tax for this market. Find the optimal price floor and the optimal price ceiling for this market. Now suppose that there is actually a positive externality E(q) = 30q. Repeat parts (c) through (g)