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You Are Given the Following Payoff Table: Assume the Following

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You are given the following payoff table: You are given the following payoff table:   Assume the following probability information is given:    a.Find the values of P(I<sub>1</sub>) and P(I<sub>2</sub>). b.Determine the values of P(S<sub>1</sub> | I<sub>1</sub>), P(S<sub>2</sub> | I<sub>1</sub>), P(S<sub>1</sub> | I<sub>2</sub>), and P(S<sub>2</sub> | I<sub>2</sub>). c.Use the decision tree approach and determine the optimal strategy. What is the expected value of your solution? Assume the following probability information is given: You are given the following payoff table:   Assume the following probability information is given:    a.Find the values of P(I<sub>1</sub>) and P(I<sub>2</sub>). b.Determine the values of P(S<sub>1</sub> | I<sub>1</sub>), P(S<sub>2</sub> | I<sub>1</sub>), P(S<sub>1</sub> | I<sub>2</sub>), and P(S<sub>2</sub> | I<sub>2</sub>). c.Use the decision tree approach and determine the optimal strategy. What is the expected value of your solution?
a.Find the values of P(I1) and P(I2).
b.Determine the values of P(S1 | I1), P(S2 | I1), P(S1 | I2), and P(S2 | I2).
c.Use the decision tree approach and determine the optimal strategy. What is the expected value of your solution?

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a.0.645, 0.355
b.0.4...

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