For each of the following game theory matrices, find the dominant strategy equilibrium, if it exists. Explain the logic used to find the answer. The payouts that result from each choice take the form (Person A's payout, Person B's payout) and higher values are preferred to lower values. Pat Choice A Pat Choice B Dirk Choice A 5,5 15,10 Dirk Choice B 3,8 10,10 2. Seiichi Choice A Seiichi Choice B Amemiya Choice A 5,5 8,15 Amemiya Choice B 8,5 10,10 3. Diego Choice A Diego Choice B Dora Choice A 7,6 5,8 Dora Choice B 2,9 3,5 4. Donald Choice A Donald Choice B Joe Choice A 10,12 12,10 Joe Choice B 12,12 15,10