A price-discriminating monopolist faces the following inverse demand functions: In Market One it is P1 = 80-Q1 and in Market Two it is P2 = 60-Q2 . Marginal cost is constant at $10. Consumers in market two can resell the good to consumers in market one at a cost of $4 per unit. Find the profit-maximizing quantity and price charged in each market subject to the resale constraint.