Given Initial capital expenditure $7‚900‚000.00 Shipping and installation costs $100‚000.00 Life of the initial expenditure 5.00 Salvage value $0.00 Marginal tax rate 34.00% Discount rate 15.00% Net working capital 10.00% Net working capital investment $100‚000.00 Fixed costs per year $200‚000.00 Sales price(1-4) $300.00 Sales price (5) $260.00 Variable cost of product $180.00 Year 0 Year 1 Year 2 Year
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Caledonia is considering two additional mutually exclusive projects. The cash flows associated with these projects are as follows: YEAR PROJECT A PROJECT B 0 -$100‚000 -$100‚000 1 32‚000 0 2 32‚000 0 3 32‚000 0 4 32‚000 0 5 32‚000 $200‚000 The required rate of return on these projects is 11 percent. Project A: Net present value is found by taking the original investment cost‚ $100‚000 (that would be a negative amount since it’s cash out the door)‚ and then
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a. Should Caledonia focus on cash flows or accounting profits in making its capital-budgeting decisions? Should the company be interested in incremental cash flows‚ incremental profits‚ total free cash flows‚ or total profits? Caledonia should focus on cash flows‚ not accounting profits. Free cash flows are able to be reinvested‚ whereas accounting profits are shown when they are earned‚ not when the cash is actually received. The company should be interested in incremental after-tax cash flows
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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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Hertz purchases the fleet from GM for $325‚000‚ and Hertz is able to issue $200‚000 of five year‚ 8% debt in order to finance the project. All principal will be repaid in one balloon payment at the end of the fifth year. What is the Adjusted Present Value (APV) of the project? 17.1 a. The maximum price that Hertz should be willing to pay for the fleet of cars with all-equity funding is the price that makes the NPV of the transaction equal to zero. NPV = -Purchase Price + PV[(1- TC
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Caledonia Products Integrative Problem Charles Fletcher FIN/370 March 25‚ 2013 Daneene Barton Caledonia Products is determining a new business proposal. The organization is planning a free cash flow investment and evaluating a project to determine
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Caledonia Products Integrative Problem FIN/470 TEAM PAPER From: The Assistant Financial Analyst Re: Cash Flow Analysis and Capital Rationing Caledonia is a corporation who is interested in adding a new trending project to their project line. The project would only be in production for five years and the company has chosen team A to make an educated recommendation. Tem A will analyze the following: • Cash flow • Net present value • Internal rate or return The following analysis
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Abstract This essay will discuss the net present value (NPV)‚ payback period (PBP) and internal rate of return (IRR) approaches for a project evaluation. It is often said that NPV is the best approach investment appraisal‚ which I why I will compare the strengths and weaknesses of NPV as well as the two others to se if the statement is actually true. Introduction To start of‚ the essay will attempt to explain the theoretical rationale of the net present value approach to investment appraisal as
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The internal rate of return (IRR) and the net present value (NPV) techniques are 2 investment decision tools that satisfy the 2 major criteria for the correct evaluation of capital projects. This criterion is that the techniques should incorporate the use of cash flows and the use of the time value of money. This makes them viable techniques for evaluating investment proposals. The Net Present Value is one of the techniques that are used by firms when evaluating which investment proposals to take
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CHAPTER 2 How to Calculate Present Values Answers to Problem Sets 1. If the discount factor is .507‚ then .507*1.126 = $1 2. 125/139 = .899 3. PV = 374/(1.09)9 = 172.20 4. PV = 432/1.15 + 137/(1.152) + 797/(1.153) = 376 + 104 + 524 = $1‚003 5. FV = 100*1.158 = $305.90 6. NPV = -1‚548 + 138/.09 = -14.67 (cost today plus the present value of the perpetuity) 7. PV = 4/(.14-.04) = $40 8. a. PV = 1/.10 = $10 b. Since the perpetuity
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