I recently found a real-life advertisement in the newspaper. (Only the phone number has been changed.) Suppose that you have won a $20,000,000 lottery, paid in 20 annual installments. How much would be a fair price to be paid today for the assignment of this prize? Assume the money could beinvested at 12%. (Assume the lottery pays out as an ordinary annuity. Round your answer to the nearest cent.)$la-7:30pffordable.555-8310.Massage55 in/oCARE555-372DUCH8-3590 *21MassageIn Call253 ELOAN WANTED: $150,000, se- sold unlesscured by approx. $600,000 clearly indicequity In four sepsele proper- and telemaipay 1476 and five ptain the been earnior implied.ma es eveadvertisemeor do noorquirementHave exc. credit. 555-4285.*** WE PAY CASH ***for R.E notes, lotteries, annuities,bus. notes, Inheritances. Pleasecall 800-555-7853.2 ENTREPRENEURS need invesnot be respto establish a juiceerror, we asMin. SInterest. 555-4668.15%be reportecmay take e$6000 NEEDED for 90 days, 20%Interest.'62-'72$12K val. or R.E. for collateral.corvettes,555-5312 lv. msg. aft 6pm.CLASSIFIE!Hunter's Itrade-hirevice, the

Present Value of annuity refers to the present value of all the future payments of and series of…

recently found a real-life advertisement in the newspaper. (Only the phone number has been changed.) Suppose that you have won a $20,000,000 lottery, paid in 20 annual installments. How much would be a fair price to be paid today for the assignment of this prize? Assume the money could be nvested at 12%. (Assume the lottery pays out as an ordinary annuity. Round your answer to the nearest cent.)

recently found a real-life advertisement in the newspaper. (Only the phone number has been changed.) Suppose that you have won a $20,000,000 lottery, paid in 20 annual installments. How much would be a fair price to be paid today for the assignment of this prize? Assume the money could be nvested at 12%. (Assume the lottery pays out as an ordinary annuity. Round your answer to the nearest cent.)

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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You have just won a “Philippine Lotto Lottery”. Lotto officialsoffered you the choice of two alternative payouts: a. Php 10 million today: b. Php 30 million, seven years from now Which payment will you choose if relevant interest rate is10%?
Please help me with this and provide the working. thank you
An accounting firm agrees to purchase a computer for $180,000 (cash on delivery) and the delivery date is in 270 days. How much do the owners need to deposit in an account paying 0.85% compounded quarterly so that they will have $180,000 in 270 days? (a) State the type. sinking fund amortization present value future value ordinary annuity (b) Answer the question. (Round your answer to the nearest cent.) $
You just won the lottery! As your prize, you will receive $1,200 a month for 2 years. If you can earn 6 percent on your money, what is this prize worth to you today? a 13942.72 b 27075.44 c 2382.12 d 2364.47
Tom just won a lottery. he plans to create a money market certificate in a bank to prepare a down payment for a house $400,000. The down payment is 20% of the house price, and the current five-year APY is 3.25%. How much should you put in the money market certificate account to accumulate the down payment? Group of answer choices $340,886.41 $93,872.91 $469,334.56 $68,117.28
Mick Mitchell wishes to have $120,000 in seven years. If he can earn annual interest of 12%, how much must he invest today? Click the icon to view Present Value of Ordinary Annuity of $1 table.) (Click the icon to view Future Value of Ordinary Annuity of S1 table.) (Click the icon to view Present Value of S1 table.) (Click the icon to view Future Value of S1 table.) OA. $265,320 В. $1,210 OC $54,240 OD. S111,960
Suppose you just won the state lottery, and you have a choice between receiving $2,515,000 today or a 20-year annuity of $220,000, with the first payment coming one year from today. What rate of return is built into the annuity? Disregard taxes. O a. 6.88% O b. 12.96% O c. 6.04% O d. 5.69% O e. 8.75%
Suppose that Dmitri just won the lottery and must choose between three award options: 1. A lump sum of $40,000,000 received today 2. 15 end-of-year payments of $5,000,000 3. 40 end-of-year payments of $3,600,000 Assume the interest rate is 8.00%, entered as 8 on your financial calculator. Note: Take the absolute value of the present value when answering this question. Using a financial calculator yields a present value for option 2 of approximately and a present value for option 3 of approximately (when the interest rate is 8.00%). Based on this, Dmitri should choose option if he seeks to maximize present value. Now assume the interest rate is 9.00%, entered as 9 on your financial calculator. Note: Take the absolute value of the present value when answering this question. Using the table you just filled out and a financial calculator, yields a present value for option 2 of approximately and a present value for option 3 of approximately v (when the interest rate is 9.00%). Based on…
Suppose you decide to buy a car for $25,485, including taxes and licensing fees. You saved $10,000 for a down payment and can get a five- year loan at 6.52%. Use the present value of an annuity formula to find the monthly payment. Round to the nearest cent as needed. -nt pmt 1- P = $218.99 O $303.13 O $498.88 O $8413.52
You are saving for a new house. You place $55,000 into an investment account each year for five years. How much will you have after five years if the account earns (a) 3%, (b) 5%, or (c) 7% compounded annually? Note: Use tables, Excel, or a financial calculator. Round your answers to 2 decimal places. (FV of $1, PV of $1, FVA of $1, and PVA of $1) a. b. C. Annuity Payment $ 55,000 55,000 55,000 > Answer is complete but not entirely correct. Annual Rate 3% 5% 7% Interest Compounded Annually Annually Annually Period Invested 5 years 5 years 5 years Future Value of Annuity $ 63,760.07 X 70,195.49 X 77,140.35 x
It is the end of 2023. You (foolishly) played the lottery and won the following cash flows, to be paid at the end of each year: Year 2024 2025 2026 2027 2028 Cash flow 1,100 1,600 1,800 2,000 2,200 The appropriate interest rate is 13%. What is the sum of present values?
Which is a better way to invest $7,000 if the concern is simply the future value: a 2-year certificate of deposit paying 2.2% compunded quarterly, or a 2-year annuity that divides that $7,000 into 8 quarterly payments and pays 5.6% compunded quarterly? Round your answer to the nearest cent. A) The 2- year certificate of deposit has a future value of $7313.99 B) The 2-year annuity has a future value of $

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