1 million dollar annuity
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The state lottery's million-dollar payout provides for $1.3 million to be paid in 20 installments of $65,000 per payment. The first $65,000 payment is made immediately, and the 19 remaining $65,000 payments occur at the end of each of the next 19 years.
[DOC File]Annual Compounding - Finance Department
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The guaranteed payments were $875,000 in 1984, $650,000 in 1985, $800,000 in 1986, $1 million in 1987, $1 million in 1988, and $300,000 in 1989. In addition, the contract called for $5,330,000 (undiscounted) in deferred money payable at the rate of $240,000 per year from 1990 through 2006 and then $125,000 a year from 2007 through 2016.
[DOC File]CHAPTER 8: ACCOUNTING AND THE TIME VALUE OF MONEY
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The proceeds of the bond issue may be computed as the total of (1) the present value of the Br. 5 million to be paid at maturity, discounted at the 5% semiannual current rate of interest for 10 periods, plus (2) the present value of an ordinary annuity of 10 rents of Br. 225, 000 (Br. 5,000,000 x 0.045 = Br. 225,000) semiannual interest ...
[DOC File]CHAPTER 1
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This is an annuity problem with the present value of the annuity equal to $2 million (as of your retirement date), and the interest rate equal to 8 percent, with 15 time periods. ... In real terms, the $5 million dollar payment is: $5,000,000/(1.04)20 = $2,281,935. Thus, the present value of the project is: [As noted in the statement of the ...
[DOC File]TIME VALUE OF MONEY QUIZ
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In this example, we compare two $1 million projects with a minimum desired rate of return of 10%. On the basis of simple cash flow, the ATM installation looks better because it generates $250,000 more over the life of the investment. But when the time value of money is considered, the server consolidation project looks slightly better, with an ...
[DOC File]CHAPTER 1
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Cost of the ship is $8 million. PV = ($8 million. Revenue is $5 million per year, operating expenses are $4 million. Thus, operating cash flow is $1 million per year for 15 years. Major refits cost $2 million each, and will occur at times t = 5 and t = 10. PV = (($2 million)/1.085 + (($2 million)/1.0810 = ($2.288 million
[DOC File]CHAPTER 1
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Revenue is $5 million per year, operating expenses are $4 million. Thus, operating cash flow is $1 million per year for 15 years. Major refits cost $2 million each, and will occur at times t = 5 and t = 10. PV = (($2 million)/1.085 + (($2 million)/1.0810 = ($2.288 million. Sale for scrap brings in revenue of $1.5 million …
[DOC File]Chapter 13 1
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Aug 08, 2010 · The discount rate is 4%. The plan is unfunded. The PV of an ordinary annuity of $1 where n = 15 and i = 4% is 11.11839. The PV of $1 where n = 2 and i = 4% is 0.92456 What is the present value of Ralph's net benefits as of his expected retirement date, rounded to the nearest dollar?
[DOC File]gitman_12e_525314_IM_ch04.doc
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1,535,579 Should I take the lump sum or the 1 million dollar annuity? WHY? 4) Our company is considering a project that will provide the following after tax cash flows to the firm: CF1 90,000. CF2 125,000. CF3 175,000. CF4 200,000. CF5 190,000. CF6 – 9 165,000. CF10 145,000. If we have a required return of 14% for this project, what is the ...
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