consider two firms who choose what quantity to produce. they can produce either 0, 8 or 16 units of a good, and face a cost of c(q)=10q market demand follows p(q)=100-3q in the nash equilibrium of this game, how much does each firm produce? suggestion: calculate the profits they obtain for each of the 9 combinations (or just 6, and take advantage of the symmetry of the problem), write down the game in its normal form (payoff matrix), and then use the underlining method to match best responses.