Congratulations, you have just won $10,000,000 in the Power Ball Lottery. However, as is often the custom with lotteries, you have the following choices:
Alternative A: taking the entire ten million dollars in one lump sum today
Alternative B: receiving $500,000 at the end of the year for each of the next 20 years.
Please send your computed answers base on both alternatives to me along with your reasoning why you choose either alternative A or alternative B.
If the annual interest rate is 6%, what is the present value (today's amount) that you won if you choose to receive $500,000 at the end of the year for the next 20 years? (Ignore taxes.)
rate positively ..
| we have to compute the present value of both the alternative | |||||
| Present value of alternative A = | $ 10,000,000 | ||||
| Present value of alternative B= | |||||
| we have to use finanical calcualtor to solve this | |||||
| put in calculator | |||||
| FV | 0 | ||||
| PMT | -500000 | ||||
| I | 6% | ||||
| N | 20 | ||||
| Compute PV | $5,734,960.61 | ||||
| Present value = | $5,734,960.61 | ||||
| We can see that present value of Alternative A is higher compared to B. | |||||
| Therefore alternative A should be selected |
Congratulations, you have just won $10,000,000 in the Power Ball Lottery. However, as is often the...
Congratulations! You have just won the Lottery. The Lottery Commission informs you that you can choose between three different pay out options: (1) $500,000 cash payment today, (2) $50,000 cash payments at the end of each year for twenty years, or (3) $1,000,000 in cash in one payment after 20 years. Current CD’s are paying 3.50% annual interest. Which do you choose and why?
You have just won “$10,000,000” in a lottery. However, when you go to collect your check you find that the “$10,000,000” is actually payments of $1,000,000 per year for the next 10 years. How much should you be willing to accept now, in a lump sum, if your opportunity cost discount rate is 10%? Round your answer to the nearest dollar.
Congratulations, you won a lottery of $10 million! You are offered three options to receive your windfall: A) A lump sum of $10 million received immediately B) An annual payment of $500,000 for 30 years C) A monthly payment of $50,000 for 30 years a. If the discount rate is 7%, which option would you choose? Show your work. b. Calculate the effective annual rate for option C.
113) Your girlfriend just won the Power Ball lottery. She has the choice of $10,000,000 today or a 30-year annuity of $500,000, with the first payment coming today. What rate of return is built into the annuity? a. 2.71% b. 3.08% c. 4.10% d. 3.59% e. 3.91% * using a financial calculanr *
Congratulations! You have won the lottery! You are offered a choice of $1,000,000 up front or an annuity of $100,000 per year for 20 years. Your personal discount rate is 0.04. If you are an economically rational actor, you should:
Lottery. Your dreams of becoming rich have just come true. You have
won the State of Tranquility's Lottery. The state offers you two
payment plans for the $3,000,000 advertised jackpot. You can take
annual payments of $150,000 at the end of the year for the next 20
years today or $1,277,035 today.
~Please Answer a-b questions below~
Homework: Chapter 4 Homewo rk Score: 0 of 1 pt 15 of 16 (13 complete) P4-31 (similar to) Lottery Your dreams of becoming...
1. Congratulations. You have just won a sweepstakes prize. The prize allows you to choose the method of payment. Prize A: Receive $10000 today. Prize B: Receive $1000 today, followed by the amount of $1000 received at the end of each year for the next 15 years beginning one year from today. Which alternative you will choose at the interest rate stays at 8%? a. Prize A b. Prize B
1 pts You won a lottery. You have two options receiving $35,000 at the end of each year for the next 10 years, or a lump sum payment today. If your rate of return is 7 percent, what is the minimum amount of lump-sum payment you should be willing to accept today? 5248.284 $238,451 $250.742 $240.909 $245.825
Congratulations! You have just won the State Lottery. The lottery prize was advertised as an annualized $105 million paid out in 30 equal annual payments beginning immediately. The annual payment is determined by dividing the advertised prize by the number of payments. Instead you could take a one lump cash prize of the present value of all the annuity payments using a 4.5% discount rate. You now have up to 60 days to determine whether to take the cash prize...
Question 2 A state lottery makes the following announcement: "Frederick Carbuncle has just won $100 million! We'll pay Frederick $10 million each year for the next 10 years!" a. Has Frederick really won $100 million? Explain b. Many state lotteries allow winners to choose a single payment instead of a series of annual payments. "We'll offer you the present value of your annual payments, Frederick," the lottery commissioner says. "And because we're feeling generous, we'll use a really high interest...