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    Concept of Present Value

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    OF PRESENT VALUE SO IMPORTANT FOR CORPORATE FINANCE? The importance of concept of present value to the world of corporate finance is that present value calculations are widely used in business and economics to provide a means to compare cash flows at different times. Present Value’s definition and simplistic formula used for normal purchases‚ the concept’s importance to corporate finance and why present value is the very first topic taught in finance classes explain that present value is an essential

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    Net Present Value

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    MGMT 640 Section 9056‚ Mid-term Exam Fall 2010 This exam consists of 33 multiple-choice questions. Enter your answers on the Answer tab of the Excel spreadsheet that has been provided. (The worksheet tabs are located at the bottom of your worksheet.) Put your calculations on the Calculations tab as evidence of your work. Your calculations will be used as evidence of your independent work only and will not be used for partial credit for incorrect answers. Change the Excel file name to include

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    Money and Present Value

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    1. If you deposit $10‚000 in a bank account that pays 10 percent interest annually‚ how much money will be in your account after 5 years? 2. What is the present value of a security that promises to pay you $5‚000 in 20 years? Assume that you can earn 7 percent if you were to invest in other securities of equal risk. 3. If you deposit money today into an account that pays 6.5 percent interest‚ how long will it take for you to double your money? 4. Your parents are planning to retire in 18

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    Net Present Value

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    1. How much will $1000 deposit in savings account earning a compound annual interest rate of 6% be worth at the end of the following number years? a) 3 years $1‚191 b) 5 years $1‚338 c) 10 years $1‚791 2. If you require a 9% return on your investment which would you prefer? a) $5‚000 today PV = $5‚000 b) $15‚000 five years from today PV = $9‚748.50 c) $1‚000 per year for 15 years PV = $8061 Select option b

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    Power of Terminal Value

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    Case Study Report The Power of Terminal Value ARCADIAN MICROARRAY TECHNOLOGIES‚INC. Contents TOC o 1-3 h z u HYPERLINK l _Toc400235473 1. Introduction PAGEREF _Toc400235473 h 3 HYPERLINK l _Toc400235474 1.1. Object of Transaction PAGEREF _Toc400235474 h 3 HYPERLINK l _Toc400235475 1.2. Buyer Sierra Capital Partners PAGEREF _Toc400235475 h 3 HYPERLINK l _Toc400235476 1.3. Seller Arcadian Microarray Technologies‚ Inc. PAGEREF _Toc400235476 h 3 HYPERLINK l _Toc400235477 2. Methodology Analysis

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    investors want a 40 percent rate of return on their investment‚ calculate the venture’s present value. B. Now assume that the Year 6 cash flows are forecasted to be $900‚000 in the stepping stone year and are expected to grow at an 8 percent compound annual rate thereafter. Assuming that the investors still want a 40 percent rate of return on their investment‚ calculate the venture’s present value. C. Now extend Part B one step further. Assume that the required rate of return on

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    Finance and Present Value

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    liability. Investors in corporations have limited liability. They can lose their investment‚ but no more. Chapter 2 How to calculate Present values Question 6: Perpetuities An investment costs $1‚548 and pays $138 in perpetuity. If the interest rate is 9%‚ what is the NPV? Answer NPV = −1‚548 + 138/.09 = −14.67 (cost today plus the present value of the perpetuity). Question 7: Growing perpetuities A common stock will pay a cash dividend of $4 next year. After that‚ the dividends

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    case projections for a potential acquisition of Mercury Athletic‚ we have concluded that this is a positive net present value project‚ and that AGI should proceed with the acquisition. Under Mr. Liedtke’s operating assumptions‚ we calculate the value of Mercury’s discounted cash flows to be $624.446 million‚ and the acquisition price to be $156.643 million‚ yielding a net present value of $467‚804 for AGI. Our calculations indicate that this project becomes even more attractive financially when potential

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    Part I A. Present Value with Discount rate of 7% = 15000/(1+7%) = 15000/1.07 = $14‚018.69 Present Value with Discount rate of 4% = 15000/(1+4%) = 15000/1.04 = $14‚423.08 B. Account A - Present Value with Discount rate of 6% = 6500/(1+6%) = 6500/1.06 = $6‚132.08 Account B - Present Value with Discount rate of 6% = 12600/(1+6%)^2 = 12600/1.1236 = $11‚213.96 C. Present Value of Gold Mine 7% = 4900000/1.07 + 61‚000‚000/(1.07)^2 + 85‚000‚000/(1.07)^3 = 45‚794‚392.52 + 61‚000‚000/1.1449 + 85

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    should record sales revenue in January 2010 of what? Present value of annuity due PVad = [ $80‚000 x f( n=7‚ i=10%)] x (1+.10) PVad = $80‚000 x 4.868 x 1.10 = $428‚384 2.) On January 1‚ 2010‚ Haley co. issued ten-year bonds with a face amount of $2‚000‚000 and a stated interest rate of 8% payable annually on January 1. The bonds were priced to yield 10%. What was the total price of the bonds? Requires both Present value of a single sum and ordinary annuity PVss = $2‚000‚000 x f(

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