Consider the following weighted voting system with players A, B, C, D, E, and quota =...

       

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Consider the following weighted voting system with players A, B, C, D, E, and quota = 20 player weight 10 A B 8 CD 7 5 E 2 summarized as: [20: 10, 8, 7, 5,2]. Write down all winning coalitions and circle the critical players in each winning coalition. Use your work to answer the questions. The total number of winning coalitions is The number of winning coalitions in which player A is critical is: The number of winning coalitions in which player B is critical is: The number of winning coalitions in which player C is critical is: The number of winning coalitions in which player D is critical is: The number of winning coalitions in which player E is critical is: Consider the following weighted voting system with players A, B, C, D, E, and quota = 20 player weight 10 A B 8 CD 7 5 E 2 summarized as: [20: 10, 8, 7, 5,2]. Write down all winning coalitions and circle the critical players in each winning coalition. Use your work to answer the questions. The total number of winning coalitions is The number of winning coalitions in which player A is critical is: The number of winning coalitions in which player B is critical is: The number of winning coalitions in which player C is critical is: The number of winning coalitions in which player D is critical is: The number of winning coalitions in which player E is critical is: