The value today is found using present value of growing annuity equation
where r = discount rate = 4 %
g = growing rate = 6 %
The value today = $ 524,581.34
PV=50000((1/(4%-6%))(1-((1+6%)/(1+4%))^10))=524581.339
Homework Question #3 • The insurance settlement pays you $50,000 in one year, Growing at 6%...
An asset pays $20 today. It then pays $10 at the end of year one with payments decreasing by $1 per year until the end of year 10. It then pays a perpetuity with a payment of $15 at the end of year 11 with each subsequent payment growing by 3% annually. If the annual effective discount rate equals 6.5%, calculate the present value of the asset.
3. You just settled an insurance claim. The settlement calls for increasing payments over a 10-year period. The first payment will be paid one year from now in the amount of $10,000. The following payments will increase by 4.5 percent annually. What is the value of this settlement to you today if you can earn 8 percent on your investments?
An insurance company offers a retirement annuity that pays $100,000 per year for 15 years, growing at an “inflation-compensator” rate of 3%, and sells for $806,070. What is the interest rate? Show your work.
Question 13 (3 points) Consider a growing perpetuity that will pay $300 in one year. Each year after that, you will receive a payment on the anniversary of the last payment that is 6% larger than the last payment. This pattern of payments will continue forever. If the interest rate (discount rate) buyers of the perpetuity require is 15%, then the value of this perpetuity is closest to: Format $1,234 as 1234 Your Answer: Answer Question 14 (3 points) Nielson...
You have been awarded an insurance settlement of $250,000 that is payable one year from today. What is the minimum amount you should accept today in exchange for this settlement if you can earn 6.7 percent on your investments? Select one: A. $238,079.19 B. $242,408.19 C. $250,000.00 D. $232,866.67 E. $234,301.78
You have been awarded an insurance settlement of $250,000 that is payable one year from today. What is the minimum amount you should accept today in exchange for this settlement if you can earn 6.7 percent on your investments? Select one: A. $250,000.00 B. $232,866.67 C. $238,079.19 D. $242,408.19 E. $234,301.78
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(Present value of a growing perpetuity) What is the present value of a perpetual stream of cash flows that pays $3,500 at the end of year one and the annual cash flows grow at a rate of 4% per year indefinitely, if the appropriate discount rate is 10%? What if the appropriate discount rate is 8%?
3. Joe Smo was recently involved in an accident. Based on the settlement he will receive $1,000,000. According to the settlement, the insurance company will pay him $500,000 today of which three hundred thousand will go to the lawyer. Joe Smo will receive $50,000 for eight years. At the end of the eighth year, he will receive the remaining $100,000. Assuming the discount rate is 8 percent, what is the present value of the funds Joe Smo will receive? (She...
You just settled an insurance claim. The settlement calls for increasing payments over a 5-year period. The first payment will be paid one year from now in the amount of $30,000. The following payments will increase by 6 percent annually. What is the value of this settlement to you today if you can earn 8.5 percent on your investments? close to $126,408 close to $129,417 close to $132,023 close to $141,414