A monopoly book publisher with a constant marginal cost (and average cost) of MC = 3 sells a novel in only two countries and faces a linear inverse demand curve of p1 = 6 - 0.501 in Country 1 and P2 = 9 ' 02 in Country 2. What price would a prot-maximizing monopoly charge in each country with and without a ban against shipments between countries? With a ban against shipments between countries, the monopoly would charge Country 1 a price of P1 = $|:| and Country 2 a price of p2 = $D. (Enter your response rounded to two decimal places.) With the ban. the monopoly's prot (11:) is 1r=$:|. Without a ban against shipments betwen countries, the monopoly would charge both countries a price of p=$:|. Without the ban, the monopoly's prot (1:) is 1r=$:|