Which is true for the following decision problem of Alice?  Sunny Cloudy RainyBeach 1 2 2Park 2 3 3Mall 1 3 1 A. Beach is a strongly dominated choice for Alice B. Alice has no strongly dominated choices C. Mall is a strongly dominated choice for Alice D. Park is a strongly dominant choice for Alice

Consider Bob's decision problem: Sunny Cloudy Rainy Beach 2 3 4 Park 3 4 4 Mall 2 4 2 Which of the following statements is TRUE? Beach is a strongly dominated choice for Bob Park is a strongly dominated choice for Bob Mall is a strongly dominated choice for Bob Bob has no strongly dominated choices

Consider Eric's decision problem: Sunny Cloudy Rainy Beach 4 6 5 Park 8 9 6 Mall 4 4 3 Select every of the following statements that is true. Beach is a strongly dominant choice for Eric Park is a strongly dominant choice for Eric Mall is a strongly dominant choice for Eric Mall is strictly better than Beach and Park when the state is Rainy Park is strictly better than Beach and Mall for all three states Beach is strictly better than Park and Mall when the state is Cloudy

Consider the following game. Player 1 has three actions: A, B, C. Player 2 has three actions: a, b.c. Payoffs are as follows:   abcA0,38,54,2B2,66,34,5C4,40,30,3(Quesiton is also availbe in pdf format here: Question.pdf)Which of the following is TRUE? A. c is strongly dominated by a for player 2 B. Player 1 has a strongly dominated strategy C. Player 2 has no weakly dominated strategy

Consider Bob's decision problem: Sunny Cloudy Rainy Beach 2 3 2 Park 3 3 2 Mall 2 3 4 Suppose the probability of Sunny is 0.3, the probability of Cloudy is p and the probability of Rainy is 1 - 0.3 - p. What is the largest value of p for which Mall maximises Bob's expected utility (that is, Mall is at least the equal-best choice)? Round your answer to two decimal places (e.g. 0.55)

Consider Bob's decision problem:  Sunny Cloudy RainyBeach 2 3 2Park 3 3 2Mall -1 2 xSuppose the probability of Sunny is 0.25, the probability of Cloudy is 0.25, and the probability of Rainy is 0.5. What is the smallest value of x for which Mall is an expected utility maximiser (that is, Mall is at least the equal-best choice)?