# Quiz: Three state MDP¶

Consider the three state MDP for a robot trying to walk. The three states of the robot are ‘Fallen’, ‘Standing’, and ‘Moving’. In each of the states the robot can take either a slow or a fast action, denoted by black and green arrows, respectively. The slow action is more likely to keep the robot upright, but the fast action enables the robot to gain more distance. Each edge in the image is labeled with two numbers: the transition probability and the reward.

Notice that these numbers are different for each question.

For this question the variable transition probabilities are A = 0.57, B = 0.43, C = 0.10, D = 0.90, E = 0.83, and F = 0.17. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.91, B = 0.09, C = 0.14, D = 0.86, E = 0.97, and F = 0.03. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.76, B = 0.24, C = 0.64, D = 0.36, E = 0.95, and F = 0.05. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.87, B = 0.13, C = 0.66, D = 0.34, E = 0.87, and F = 0.13. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.28, B = 0.72, C = 0.37, D = 0.63, E = 0.69, and F = 0.31. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.46, B = 0.54, C = 0.48, D = 0.52, E = 0.73, and F = 0.27. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.96, B = 0.04, C = 0.78, D = 0.22, E = 0.95, and F = 0.05. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.90, B = 0.10, C = 0.60, D = 0.40, E = 0.70, and F = 0.30. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.69, B = 0.31, C = 0.22, D = 0.78, E = 0.78, and F = 0.22. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.71, B = 0.29, C = 0.41, D = 0.59, E = 0.65, and F = 0.35. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.74, B = 0.26, C = 0.97, D = 0.03, E = 0.80, and F = 0.20. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.64, B = 0.36, C = 0.69, D = 0.31, E = 0.99, and F = 0.01. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.61, B = 0.39, C = 0.47, D = 0.53, E = 0.84, and F = 0.16. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.56, B = 0.44, C = 0.62, D = 0.38, E = 0.72, and F = 0.28. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.40, B = 0.60, C = 0.62, D = 0.38, E = 0.93, and F = 0.07. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.67, B = 0.33, C = 0.61, D = 0.39, E = 0.78, and F = 0.22. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.21, B = 0.79, C = 0.71, D = 0.29, E = 0.76, and F = 0.24. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.50, B = 0.50, C = 0.02, D = 0.98, E = 0.76, and F = 0.24. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.26, B = 0.74, C = 0.20, D = 0.80, E = 0.83, and F = 0.17. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.64, B = 0.36, C = 0.15, D = 0.85, E = 0.84, and F = 0.16. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.21, B = 0.79, C = 0.84, D = 0.16, E = 0.85, and F = 0.15. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.90, B = 0.10, C = 0.61, D = 0.39, E = 0.94, and F = 0.06. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.86, B = 0.14, C = 0.13, D = 0.87, E = 0.73, and F = 0.27. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.69, B = 0.31, C = 0.63, D = 0.37, E = 0.79, and F = 0.21. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.03, B = 0.97, C = 0.22, D = 0.78, E = 0.99, and F = 0.01. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.80, B = 0.20, C = 0.89, D = 0.11, E = 0.66, and F = 0.34. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.70, B = 0.30, C = 0.78, D = 0.22, E = 0.67, and F = 0.33. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.76, B = 0.24, C = 0.64, D = 0.36, E = 0.66, and F = 0.34. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.76, B = 0.24, C = 0.03, D = 0.97, E = 0.81, and F = 0.19. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.65, B = 0.35, C = 0.27, D = 0.73, E = 0.99, and F = 0.01. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.44, B = 0.56, C = 0.79, D = 0.21, E = 0.92, and F = 0.08. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.73, B = 0.27, C = 0.23, D = 0.77, E = 0.67, and F = 0.33. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.85, B = 0.15, C = 0.46, D = 0.54, E = 0.93, and F = 0.07. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.17, B = 0.83, C = 0.45, D = 0.55, E = 0.91, and F = 0.09. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.26, B = 0.74, C = 0.40, D = 0.60, E = 0.92, and F = 0.08. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.91, B = 0.09, C = 1.00, D = 0.00, E = 0.85, and F = 0.15. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.32, B = 0.68, C = 0.20, D = 0.80, E = 0.84, and F = 0.16. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.69, B = 0.31, C = 0.93, D = 0.07, E = 0.72, and F = 0.28. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.80, B = 0.20, C = 0.83, D = 0.17, E = 0.76, and F = 0.24. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.14, B = 0.86, C = 0.48, D = 0.52, E = 0.96, and F = 0.04. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.66, B = 0.34, C = 0.74, D = 0.26, E = 0.95, and F = 0.05. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.04, B = 0.96, C = 0.06, D = 0.94, E = 0.89, and F = 0.11. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.78, B = 0.22, C = 0.24, D = 0.76, E = 0.81, and F = 0.19. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.12, B = 0.88, C = 0.16, D = 0.84, E = 0.94, and F = 0.06. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.71, B = 0.29, C = 0.70, D = 0.30, E = 0.78, and F = 0.22. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.10, B = 0.90, C = 0.35, D = 0.65, E = 0.72, and F = 0.28. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.72, B = 0.28, C = 0.76, D = 0.24, E = 0.86, and F = 0.14. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.98, B = 0.02, C = 0.86, D = 0.14, E = 0.94, and F = 0.06. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.97, B = 0.03, C = 0.94, D = 0.06, E = 0.74, and F = 0.26. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.34, B = 0.66, C = 0.54, D = 0.46, E = 0.89, and F = 0.11. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.39, B = 0.61, C = 0.13, D = 0.87, E = 0.82, and F = 0.18. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.23, B = 0.77, C = 0.00, D = 1.00, E = 0.73, and F = 0.27. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.73, B = 0.27, C = 0.63, D = 0.37, E = 0.66, and F = 0.34. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.72, B = 0.28, C = 0.68, D = 0.32, E = 0.83, and F = 0.17. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.21, B = 0.79, C = 0.28, D = 0.72, E = 0.99, and F = 0.01. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.53, B = 0.47, C = 0.22, D = 0.78, E = 0.70, and F = 0.30. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.23, B = 0.77, C = 0.51, D = 0.49, E = 0.77, and F = 0.23. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.27, B = 0.73, C = 0.25, D = 0.75, E = 0.73, and F = 0.27. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.72, B = 0.28, C = 0.21, D = 0.79, E = 0.66, and F = 0.34. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.41, B = 0.59, C = 0.05, D = 0.95, E = 0.70, and F = 0.30. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the policy iteration method, what is the value of state ‘Standing’?

For this question the variable transition probabilities are A = 0.57, B = 0.43, C = 0.10, D = 0.90, E = 0.83, and F = 0.17. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.91, B = 0.09, C = 0.14, D = 0.86, E = 0.97, and F = 0.03. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.76, B = 0.24, C = 0.64, D = 0.36, E = 0.95, and F = 0.05. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.87, B = 0.13, C = 0.66, D = 0.34, E = 0.87, and F = 0.13. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.28, B = 0.72, C = 0.37, D = 0.63, E = 0.69, and F = 0.31. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.46, B = 0.54, C = 0.48, D = 0.52, E = 0.73, and F = 0.27. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.96, B = 0.04, C = 0.78, D = 0.22, E = 0.95, and F = 0.05. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.90, B = 0.10, C = 0.60, D = 0.40, E = 0.70, and F = 0.30. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.69, B = 0.31, C = 0.22, D = 0.78, E = 0.78, and F = 0.22. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.71, B = 0.29, C = 0.41, D = 0.59, E = 0.65, and F = 0.35. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.74, B = 0.26, C = 0.97, D = 0.03, E = 0.80, and F = 0.20. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.64, B = 0.36, C = 0.69, D = 0.31, E = 0.99, and F = 0.01. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.61, B = 0.39, C = 0.47, D = 0.53, E = 0.84, and F = 0.16. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.56, B = 0.44, C = 0.62, D = 0.38, E = 0.72, and F = 0.28. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.40, B = 0.60, C = 0.62, D = 0.38, E = 0.93, and F = 0.07. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.67, B = 0.33, C = 0.61, D = 0.39, E = 0.78, and F = 0.22. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.21, B = 0.79, C = 0.71, D = 0.29, E = 0.76, and F = 0.24. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.50, B = 0.50, C = 0.02, D = 0.98, E = 0.76, and F = 0.24. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.26, B = 0.74, C = 0.20, D = 0.80, E = 0.83, and F = 0.17. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.64, B = 0.36, C = 0.15, D = 0.85, E = 0.84, and F = 0.16. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.21, B = 0.79, C = 0.84, D = 0.16, E = 0.85, and F = 0.15. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.90, B = 0.10, C = 0.61, D = 0.39, E = 0.94, and F = 0.06. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.86, B = 0.14, C = 0.13, D = 0.87, E = 0.73, and F = 0.27. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.69, B = 0.31, C = 0.63, D = 0.37, E = 0.79, and F = 0.21. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.03, B = 0.97, C = 0.22, D = 0.78, E = 0.99, and F = 0.01. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.80, B = 0.20, C = 0.89, D = 0.11, E = 0.66, and F = 0.34. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.70, B = 0.30, C = 0.78, D = 0.22, E = 0.67, and F = 0.33. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.76, B = 0.24, C = 0.64, D = 0.36, E = 0.66, and F = 0.34. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.76, B = 0.24, C = 0.03, D = 0.97, E = 0.81, and F = 0.19. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.65, B = 0.35, C = 0.27, D = 0.73, E = 0.99, and F = 0.01. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.44, B = 0.56, C = 0.79, D = 0.21, E = 0.92, and F = 0.08. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.73, B = 0.27, C = 0.23, D = 0.77, E = 0.67, and F = 0.33. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.85, B = 0.15, C = 0.46, D = 0.54, E = 0.93, and F = 0.07. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.17, B = 0.83, C = 0.45, D = 0.55, E = 0.91, and F = 0.09. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.26, B = 0.74, C = 0.40, D = 0.60, E = 0.92, and F = 0.08. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.91, B = 0.09, C = 1.00, D = 0.00, E = 0.85, and F = 0.15. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.32, B = 0.68, C = 0.20, D = 0.80, E = 0.84, and F = 0.16. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.69, B = 0.31, C = 0.93, D = 0.07, E = 0.72, and F = 0.28. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.80, B = 0.20, C = 0.83, D = 0.17, E = 0.76, and F = 0.24. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.14, B = 0.86, C = 0.48, D = 0.52, E = 0.96, and F = 0.04. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.66, B = 0.34, C = 0.74, D = 0.26, E = 0.95, and F = 0.05. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.04, B = 0.96, C = 0.06, D = 0.94, E = 0.89, and F = 0.11. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.78, B = 0.22, C = 0.24, D = 0.76, E = 0.81, and F = 0.19. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.12, B = 0.88, C = 0.16, D = 0.84, E = 0.94, and F = 0.06. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.71, B = 0.29, C = 0.70, D = 0.30, E = 0.78, and F = 0.22. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.10, B = 0.90, C = 0.35, D = 0.65, E = 0.72, and F = 0.28. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.72, B = 0.28, C = 0.76, D = 0.24, E = 0.86, and F = 0.14. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.98, B = 0.02, C = 0.86, D = 0.14, E = 0.94, and F = 0.06. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.97, B = 0.03, C = 0.94, D = 0.06, E = 0.74, and F = 0.26. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.34, B = 0.66, C = 0.54, D = 0.46, E = 0.89, and F = 0.11. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.39, B = 0.61, C = 0.13, D = 0.87, E = 0.82, and F = 0.18. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.23, B = 0.77, C = 0.00, D = 1.00, E = 0.73, and F = 0.27. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.73, B = 0.27, C = 0.63, D = 0.37, E = 0.66, and F = 0.34. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.72, B = 0.28, C = 0.68, D = 0.32, E = 0.83, and F = 0.17. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.21, B = 0.79, C = 0.28, D = 0.72, E = 0.99, and F = 0.01. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.53, B = 0.47, C = 0.22, D = 0.78, E = 0.70, and F = 0.30. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.23, B = 0.77, C = 0.51, D = 0.49, E = 0.77, and F = 0.23. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.27, B = 0.73, C = 0.25, D = 0.75, E = 0.73, and F = 0.27. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.72, B = 0.28, C = 0.21, D = 0.79, E = 0.66, and F = 0.34. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

For this question the variable transition probabilities are A = 0.41, B = 0.59, C = 0.05, D = 0.95, E = 0.70, and F = 0.30. Let the maximum error between consecutive iterations ε=0.01, and the discount factor γ=0.2. Round your answers to two decimal places and use a period as a decimal separator.

Using the value iteration method, what is the value of state ‘Moving’?

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