You
are considering three insurance settlement offers. The first offer includes
annual payments of $5,000, $10,000, $15,000, etc., where the payment for each
year is $5,000 more than the payment for the previous year, over the next ten
years. The first payment of $5,000 will be made exactly one year from today and
the last payment, equal to $50,000 will be made ten years from today. The
second offer is the payment of one lump sum amount today. The third offer is to
receive an equal amount at the end of each year, over the next ten years.
Assume there are no tax effects and your discount rate is 12% per year. What is
the minimum amount that you will accept today if you are to select the lump sum
offer? What is the minimum amount of each of the 10 equal annual payments that
you should be willing to accept?
are considering three insurance settlement offers. The first offer includes
annual payments of $5,000, $10,000, $15,000, etc., where the payment for each
year is $5,000 more than the payment for the previous year, over the next ten
years. The first payment of $5,000 will be made exactly one year from today and
the last payment, equal to $50,000 will be made ten years from today. The
second offer is the payment of one lump sum amount today. The third offer is to
receive an equal amount at the end of each year, over the next ten years.
Assume there are no tax effects and your discount rate is 12% per year. What is
the minimum amount that you will accept today if you are to select the lump sum
offer? What is the minimum amount of each of the 10 equal annual payments that
you should be willing to accept?
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