FIN 620-session 6 lecture

FIN 620-session 6 lecture - FIN 620 Long-Term Financial...

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FIN 620 Long-Term Financial Management Session 6  1. Lecture Notes/Comments In session 6 we cover chapter 18 (this is a difficult chapter so you will need to apply yourself diligently this week). The tax benefit of debt implies that if a firm chooses to finance itself using debt, it shields part of its income from taxes. In this session we study the consequent increase in value of the firm. In this session, we focus on three approaches, Adjusted Present Value, Flow to Equity, and Weighted Average Cost of Capital. As these approaches have the same logical foundation, they produce identical estimates of the increase in value of a firm due to the tax benefit of debt. Adjusted Present Value Approach The Adjusted Present Value (APV) for a project with debt financing is: APV = NPV U + NPVF. NPV U is the net present value of the project to an all-equity firm: NPVF is the net present value of financial side effects, which primarily are tax subsidy to debt and the costs of financial distress arising from the use of debt. APV has the conceptual advantage of separating the value of the unlevered investment from the value of financing side-effects. An Example of APV and the Tax Subsidy to Debt: Since you are now familiar with the Modigliani-Miller assumptions, the example takes advantage of the simplicity in the MM world. Suppose PMM, Inc. has an investment that costs $10,000,000 with expected EBIT (cash flows from operations) of $3,030,303 per year forever. The investment can be financed either with $10,000,000 in equity or with $5,000,000 of 10% debt and $5,000,000 of internally generated (equity) cash flows. The discount rate on an all-equity-financed project in this risk class is 20%. The firm's marginal tax rate is 34%. 1. All equity value Annual after tax cash flows to unlevered equity are (EBIT)(1- t c ) = ($3,030,303) (1.34) = $2,000,000. The net present value of the project if financed with internal equity is therefore: NPV = ($2,000,000 / .2) – $10,000,000 = $0 Since NPV = $0, the all-equity firm should be indifferent to accepting or rejecting the project. 2. Financing side effect: Tax Subsidy
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Note that in the MM world, all cash flows are perpetual and even debt does not have a maturity date. In the real world, the interest expense on debt is tax deductible but repayment of principal is not. In our example, the annual interest payment is R B B = (.10)($5,000,000) = $500,000. The annual tax subsidy is t C × R B × B = (.34)(.10)($5,000,000) = $170,000, and the present value of this financing side-effect discounted at 10% (the market cost of debt) is: NPVF =$170,000/(0.10) = $1,700,000. The Adjusted Present Value of the project is then APV = NPV + NPVF = $0 + $ 1,700,000 = $ 1,700,000 After including the value of the tax subsidy, stockholders can expect to gain $1,700,000. The firm should accept the project if it is financed with $5,000,000 in debt at 10%.
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FIN 620-session 6 lecture - FIN 620 Long-Term Financial...

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