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A life insurance company expects to pay out cash flows on policies that it has written according to the following schedule.
Year Payment
1 $1 million
2 $2 million
3 $3 million
4 $10 million
The insurance company wants to invest in some combination of 1-year and 5-year bonds such that the liability is immunized. Both bonds have a face value of $1,000 and a ytm of 4%. The 1-year bond pays a coupon of 2% and the 5-year bond pays a coupon of 6%. You may assume annual payments. Use 4% as the discount rate throughout this problem.
1. What is the duration of the cash flows to the life insurance company?
2. What should be the price of the 5-year bonds?
3. The insurance company wants to invest in some combination of 1-year and 5-year bonds such that the liability is immunized. How many 1-year bonds should they buy?
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