Consider the horizontal differentiation model of "Linear City" the consumers are uniformly distributed on the segment [0.1]. Consumers have a transport cost td where d is the distance traveled. All consumers have a valuation s and the marginal cost of producing the good is c. The fixed cost to open a store is f for every location. 1 a) How high would have to be s for a monopolist located at 1/2 decided to put a price at which all consumers are served?(All decide to eat). b) If F = t 2 and the monopolist must decide between one or two locations, how many locations would it choose? What will be its profit?