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"Consider the given problem here the market demand curve is given by - P = 75 - 5 Q Q = Q_1 + Q_2 implies MR = 75 - 10 Q Now, the cost free of both the figure are given by C_1 = 15 + 10 Q_1 & C_2 = 5 + 20 Q_2 implies M C_1 = 10 implies M C_2 = 20 Now, M C_1 = 10 < M C_2 = 20, implies Additional cost to procedure additional level of output for ""firm 1"" is Lower compare to ""firm 2"". So here only firms 1 will produces implies Q_2 = 0 implies at the equilibrium MR = M e_1 implies 75 - 10 Q = 10 implies Q = (75 - 10)/10 = 65/10 implies Q* = 6.5 (optimum production) implies A_1* = 6.5, Q_2* = 0 & Q = Q_1 + Q_2 = 6.5 (also) combined the firm will produce ""A* = 6.5 units"" of which firm 1 will produce"" Q_1* "
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