Shane just bought a house worth $360,000 in an area that is known for floods. A flood occurs with a 5% chance and if it occurs, his home is ✓ for reduced in value to $202,500. Shane has utility function given by U(X)=√√X. He would be willing to pay a maximum of flood insurance. The fair insurance premium for flood insurance is Shane's risk premium is Suppose, instead, that Shane's utility function is given by U(X)=X2. Then, the maximum he would be willing to pay for flood insurance is
Shane just bought a house worth $360,000 in an area that is known for floods. A flood occurs with a 5% chance and if it occurs, his home is ✓ for reduced in value to $202,500. Shane has utility function given by U(X)=√√X. He would be willing to pay a maximum of flood insurance. The fair insurance premium for flood insurance is Shane's risk premium is Suppose, instead, that Shane's utility function is given by U(X)=X2. Then, the maximum he would be willing to pay for flood insurance is
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:Shane just bought a house worth $360,000 in an area that is known for floods. A flood occurs with a 5% chance and if it occurs, his home is
✓ for
reduced in value to $202,500. Shane has utility function given by U(X)=√√X. He would be willing to pay a maximum of
flood insurance.
The fair insurance premium for flood insurance is
Shane's risk premium is
Suppose, instead, that Shane's utility function is given by U(X) = X². Then, the maximum he would be willing to pay for flood insurance is
Expert Solution

Step 1
Given that,
Flood Probability, p = 0.05
No flood Probability = 1-p = 1-0.05 = 0.95
Step by step
Solved in 2 steps

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