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[DOC File]JustAnswer
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e. Define present value and illustrate it using a time line with data from Part . As the longer the time line the present value will be less and future value will be high. You can see that when the number of years for present value and future value were same in b and d the future value of 500 equal to 1552.90 and present value of 1552.9 = 500. d.

[DOCX File]Mathematics Department | CoAS | Drexel University
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Find the present value of a $1 million lottery jackpot distributed in equal payments over 20 years using an interest rate of 9%. c. Calculate the answer for part a using the 25 year distribution in Colorado. d. Calculate the answer to part b using the 25 year distribution time in Colorado.

[DOC File]Chapter 1, Section 4 - Purdue University
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If the present value of 1 paid in n years plus the present value of 3 paid in 2n years is 2.5431, calculate n. The present value of 5 payable in 10 years plus the present value of 90 payable in 20 years is 25. Calculate i. Chapter 1, Section 7. Calculate the present value of $2000 payable in 10 years using an annual effective discount rate of 8%.

[DOC File]Problems and Solutions e.edu
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The reason is that the future dollars are worth less in present value as the discount rate increases requiring more future dollars to recover the present value of the outlay. Discounted Payback Period – Graham Incorporated uses discounted payback period for projects under $25,000 and has a cut off period of 4 years for these small value projects.

[DOC File]Revision 2 – Investment Appraisal
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Net present value = 1,645,000 – 2,000,000 = ($355,000) so reject the project. The following information was included with the draft investment appraisal: 1. The initial investment is $2 million. 2. Selling price: $12/unit (current price terms), selling price inflation is 5% per year. 3.

[DOC File]1. This is an annuity of which we know the present value ...
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The first step is to find the future value of $10,000,000 in 15 years when increased by 5% per year. This future cost is found by: $10,000,000 * (1.05)15 = $20,789,282. The second step is to discount the future cost back at a rate of 11% to find its present value: This equation gives the solution of . PV = $4,345,050.

[DOC File]TIME VALUE OF MONEY - Lehigh University
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Example 6: Find the present value of a $100 cash flow that is to be received 5 years from now if the interest rate equals 10% compounded continuously using the effective annual rate to take the compounding effect into consideration. Present Value Future Value PVIF(k,T) k(eff) T Compounding $60.65 $100 0.606531 10.517092% 5 Continuous

[DOC File]Cost Benefit Analysis Template - HUD
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Make the present value calculation to get the discounted residual value. 6.1.7 Adjusted Cost. Calculate the adjusted cost by subtracting the discounted residual value from the total present value cost. 6.2 Benefits. Identify the period of benefits. Enter the quantifiable dollar benefits for the period in which they are accrued, and make present ...

[DOC File]Chapter 3 Time Value of Money
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The discounting formula to calculate the present value of a future sum of money at the end of n time periods is: (a) (b) (c) 1.5. Determining the investment period. 1.5.1 Rearranging the standard equation so that we can find n (the number of years of the investment), we create the following equation:

[DOCX File]PART I: Present and Future Values of Lump Sum P
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Finding present values, or discounting (moving to the left along the time line), is the reverse of compounding, and the basic present value equation is the reciprocal of the compounding equation. The equation for the future value of a lump sum payment is:PV = F n /(1+i)n

[DOC File]Lecture Notes on Time Value of Money
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The present value of its expected cash flows. Finding the Present Value. Find the present value of $10,000 to be received at the end of 10 periods at 8% per period. Scientific Calculator. Scientific Calculator: Use [yx ] where y = 1.08 and x = -1,-2, or -10. 1. Enter 1.08. 2. Press [yx] 3. Enter the exponent as a negative number . 4. Enter [=]. 5.

[DOC File]CHAPTER 1
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One approach to solving this problem is to find the present value of the cost of the boat and then equate that to the present value of the money saved. From this equation, we can solve for the amount to be put aside each year. PV(boat) = $20,000/(1.10)5 = $12,418. PV(savings) = Annual savings.

[DOC File]Future Value Problems
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Present Value Problems. 1. The lottery “deception.” Last week, Bubba won the Powerball lottery game – for $75 million. Bubba comes to you for advice. He has a choice of receiving his award in one of two ways: (1) $3 million a year for the next twenty-five years or (2) an immediate payment of $35 million. Which should he take?

How to find present value