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?
PVOrdinary Annuity = C/((r-g)/100)*(1-((1+g/100)/(1+r/100))^n) |
C = First cash flow |
i = interest rate g = growth rate |
n = number of payments |
PV= 10000/((8-4.5)/(100))*(1-((1+4.5/(100))/(1+8/(100)))^(10)) |
PV = 80192.76 |
3. You just settled an insurance claim. The settlement calls for increasing payments over a 10-year...
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
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
Please help! Please explain with calculator inputs. Thank you. You have just won a lawsuit. The settlement will pay either a single lump sum settlement today, or the following cash flows (assume the following cash flows come at the end of the period): Year 1: $10,000 Years 2-4: $ 5,000 Years 5 onward (forever): $ 3,000 You can presently earn 8% on your investments. What is the least you should accept today as a lump sum settlement?
a) You just won $1,000,000 on the lottery. If you chose the payments over 20 years ($50,000 per year) how much is the value of the up-front cash option (present value) if the state uses a 6% rate of return (interest)? b) Katey needs $10,000 in 4 years to use as a down payment on a house. What amount must she invest today if her investment earns 10%? c) Linda invested $1500 today in a fund that earns 8% annually....
You just won the magazine sweepstakes and opted to take unending payments. The first payment will be $60,000 and will be paid one year from today. Every year thereafter, the payments will grow by 2.5 percent annually. What is the present value of your prize at a discount rate of 7.9 percent? A. $1,111,111.11 B. $999,999.67 C. $1,350,000.00 D. $1,222,222.50 E. $888,888.22
1. A. You work for a company that offers structured settlements to customers. A structured settlement simply pays people a lump sum today in exchange for a stream of regular payments. Suppose Bucky was injured in an accident and settled with the defendant for an annual payment of $10,000 paid at the beginning of each of the next twenty years. Bucky has already received three of the payments, including the most recent, which was yesterday. So, he has seventeen more...
Dominic borrows 7200 dollars today, and agrees to repay the loan by making annual interest payments to the lender, and by also accumulating a sinking fund with increasing annual deposits to repay the principal. The interest rate on the loan is 8.8 percent, and the interest paid on the sinking fund is 6.7 percent, both effective. If the loan is to be settled 15 years from now, and the sinking fund deposits increase by 7 dollars per year, what is...
You have just won the lottery. You will receive $2,580,000 today, and then receive 40 payments of $1,290,000 These payments will start one year from now and will be paid every six months. A representative from Greenleaf Investments has offered to purchase all the payments from you for $20 million. The interest rate is an APR of 10 percent compounded daily. Assume there are 12 months in a year, each with 30 days. What is the present value of the...
You have just won the lottery. You will receive $2,600,000 today, and then receive 40 payments of $1,300,000 These payments will start one year from now and will be paid every six months. A representative from Greenleaf Investments has offered to purchase all the payments from you for $25 million. The interest rate is an APR of 8 percent compounded daily. Assume there are 12 months in a year, each with 30 days. What is the present vale of cash...