Market research has determined the following changes in market shares based on the different combinations of music choices for the two clubs: if both clubs play country, the new club (Club 1) does very well with a 24% increase in market share. If Club 1 plays country and the competing club (Club 2) plays rock, Club 2 gets a 12% increase in market share. If these choices are reversed, Club 2 does even better and gets an 18% increase in the market share. Lastly, if both clubs play rock, Club 1 does better and gets a 6% increase in market share. This results in the following payoff matrix:

	Club 2
Club 1		Country	Rock
	Country	(24, -24)	(-12, 12)
	Rock	(-18, 18)	(6, -6)

1. Use the payoff matrix to determine the optimum strategy for Club 1. Show all of your work. (Hint: Mixed Strategy Algorithm)

I am totally stuck on this question. I am not quite sure how to calculate the optimum strategy using the Mixed Strategy Algorithm. Your help is greatly appreciated.