Question

Question 1 (1 polnt) The following Information applies to questions 1 through 5. Consider a tennis match with 3 sets. The first player to win 2 sets wins the match. Let the probability of Player 1 winning a set be 0.7. The winner of the match gets $100, and the loser get nothing. Hint: draw the game tree will help answer the following questions. 1. This game is an example of a Simultaneous game in pure strategies Recursive Dynamic Progranm Non-Recursive Dynamic Program Simultaneous game In mixed strategles Question 2 (1 point) 2. For player 1, what is the value of the game in the state 1-1? 70 30 50 60 Question 3 (1 point) 3. For player 1, what is the value of the entire game? 30.0 70.0 49.0 78.4 Question 4 (1 point) 4. For player 1, what is the probability of winning the game when losing the first match? 0490 0.210 0.784 0.500 Question 5 (1 point) 5. For player 1, what is the probability of winning the match after winning the first set? 0.70 0.91 0.80 0.50

Answer 1

as per HomeworkLib policy i answered the first three questions Answer: Date: ---30/5/2019 1. Option B Recursive Dynamic Program 2. Option A 0.7 100-0 70 3. Option B 70 P(winning) 0.7 0.7 0.3 0.70.7+0.7 0.3 *0.7-0.7 Total Value 0.7 100 70