Present Value. Winners of the Georgia Lotto drawing are given the choice of receiving the winning amount divided equally over 22 years or as a lump-sum cash option amount. The cash option amount is determined by discounting the annual winning payment at 8% over 22 years. This week the lottery is worth $13 million to a single winner. What would the cash option payout be?
Annual winning payment |
13000000 |
||
Annual winning payment |
590909.0909 |
590909.0909 |
|
present value of cash option = Using present value function in MS excel |
pv(rate,nper,pmt,fv,type) rate = 8% pmt = 22 pmt = 590909.1 fv = 0 type = 0 |
PV(8%,22,590909.1,0,0) |
($6,027,712.26) |
Present Value. Winners of the Georgia Lotto drawing are given the choice of receiving the winning...
Present Value. Winners of the Georgia Lotto drawing are given the choice of receiving the winning amount divided equally over 19 years or as a lump-sum cash option amount. The cash option amount is determined by discounting the annual winning payment at 6% over 19 years. This week the lottery is worth $11 million to a single winner. What would the cash option payout be? The cash option payout would be $ ?
What would the lump-sum cash
option payout be?
Winners of the Dream a Dream Lotto draw are given the choice of receiving the winning amount divided equally over 22 years or as a lump sum cash option amount. The cash option amount is determined by discounting the winning amount at 9 percent interest compounded quarterly over 22 years. This week the lottery is worth $18 million to a single winner
1) Cheryl wants to have $3500 in spending money to take on a trip to Disney World in three years. How much must she deposit now in a savings account that pays 5% per year to have the money she needs in three years? To have $3500 in three years, Cheryl would need to deposit $ ? 2)How much will you have in 36 months if you invest $77 a month at 12% annual interest? In 36 months, you will...
#7. The winner of a state lottery is offered a choice of either receiving $7 million now as a lump sum or of receiving A dollars a year for the next 5 years as a continuous income stream. If the prevailing annual interest rate is 6% compounded continuously and the two payouts are the same, what is the value of A?
Practice: Lottery Winner - Lump Sum or Annual Payments? A 26-year-old hairdresser is celebrating after what she thought was a $1,000 winning lottery ticket turned out to be worth a staggering $1.3 million.* lt was only when she traveled to the California Lottery Van Nuys District Office on December 26 that she found out she had actually won $1,000 per week for 25 years - a total of $1.3 million (She)... has reportedly arranged to meet a financial adviser to...
The concept that timing of the receipt of cash affects it is demonstrated by present and future value. These values are based on several variables: the amount of cash, whether it is a one-time payment, a series of equal payments, or unequal payments, and when the cash is received. The interest rate is another variable that has a very large effect on the present and future values. Use these concepts to answer why a lottery winner would choose to take...
Mary Alice just won the lottery and is trying to decide between the options of receiving the annual cash flow payment option of $300,000 per year for 25 years beginning today, or receiving one lump-sum amount today. Mary Alice can earn 5% investing this money. At what lump-sum payment amount would she be indifferent between the two alternatives? (FV of $1, PV of $1, FVA of $1, PVA of $1, FVAD of $1 and PVAD of $1) (Use appropriate factor(s)...
Mary Alice just won the lottery and is trying to decide between the options of receiving the annual cash flow payment option of $260,000 per year for 30 years beginning today, or receiving one lump-sum amount today. Mary Alice can earn 5% investing this money. At what lump-sum payment amount would she be indifferent between the two alternatives? (FV of $1, PV of $1, FVA of $1, PVA of $1, FVAD of $1 and PVAD of $1) (Use appropriate factor(s) from...
You estimate that you will owe $45,300 in student loans by the time you graduate. The interest rate is 4.25 percent. If you want to have this debt paid in full within ten years, how much must you pay each month? Your insurance agent is trying to sell you an annuity that costs $230,000 today. By buying this annuity, your agent promises that you will receive payments of $1,225 a month for the next 30 years. What is the rate...
SHORT ANSWERS please USE THE FORMAT a - b - c - d 5-Which type of annuity best describes the insurance premium that you have to pay at the beginning of each period? a. Annuity due b. Deferred annuity c. Ordinary annuity d. Annuity in arrears 6-Richard takes the opinion of his investment advisor to invest any excess savings that he has. His advisor told him about a new issue of AAA rated bonds. Richard decided to buy a total...