Question
Question 3 Consider the following information: StowUrStuff Storage is located slightly below sea level in a coastal town. It could build and maintain a flood
Question 3
Consider the following information:
StowUrStuff Storage is located slightly below sea level in a coastal town. It could build and maintain a flood control system around its property at an annual cost of $1000, and if it did so, the probability of a flood's doing $1,000,000 in damage during the year would be .005. With no flood control system, the probability of such a flood would be .01.
If there is no flood insurance and the flood control system is in place, the expected loss from a flood is
A) $5,000.
B) $10,000.
C) $100,000.
D) $200,000.
E) $1,000,000.
If there is no flood insurance and no flood control system is in place, the expected loss from a flood is
A) $5,000.
B) $10,000.
C) $100,000.
D) $200,000.
E) $1,000,000.
If the flood control system were in place, the firm could insure against a flood for an annual premium of
A) $5,000.
B) $10,000.
C) $100,000.
D) $200,000.
E) $1,000,000.
If the flood control system were not in place, the insurer would not be willing to insure against the flood for any premium less than
A) $5,000.
B) $10,000.
C) $100,000.
D) $200,000.
E) $1,000,000.
Moral hazard arises in this situation because once the firm
A) pays the premium that is based on the .005 probability, it has no incentive to spend the additional $1000 for the flood control system, so the true probability of loss is no longer .005.
B) pays the premium that is based on the .01 probability, it has no incentive to spend the additional $1000 for the flood control system, so the true probability of loss is no longer .01.
C) provides for flood control, it has less incentive to spend $5000 on premiums, leaving itself underinsured.
D) provides for flood control, it has less incentive to spend $10,000 on premiums, leaving itself underinsured.
E) provides for flood control, it will consider that a substitute for insurance and not be able to deal with the loss from a flood should it occur.
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