A monopoly sells to n₁ consumers in Country 1 and n₂ in Country 2, where each person in Country 1 has a constant elasticity demand function of q₁ = p^ε1 and every person in Country 2 has a demand function of q₂ = p^ε2. Thus, the country demand functions are Q₁ = n₁p^ε1 and Q² = n₂p^ε2. Output can be manufactured at constant marginal cost m. What prices does the monopoly charge in the two countries if it can group price discriminate? If the monopoly cannot price discriminate, what price does it charge?