Using the WACC Method to Value Firms/Projects SMU Corp is considering selling one of its product lines. The product line is expected to generate free cash flows of $2 million per year, growing at a...


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Using the WACC Method to Value Firms/Projects<br>SMU Corp is considering selling one of its product lines. The product line is expected to<br>generate free cash flows of $2 million per year, growing at a rate of 3% per year. SMU<br>has an equity cost of capital of 10%, a debt cost of capital of 7%, a corporate tax rate of<br>21%, and a debt-equity ratio of 2. What is the levered (after-tax) value of this production<br>line, assuming that it has average risk and the D/E ratio is constant?<br>

Extracted text: Using the WACC Method to Value Firms/Projects SMU Corp is considering selling one of its product lines. The product line is expected to generate free cash flows of $2 million per year, growing at a rate of 3% per year. SMU has an equity cost of capital of 10%, a debt cost of capital of 7%, a corporate tax rate of 21%, and a debt-equity ratio of 2. What is the levered (after-tax) value of this production line, assuming that it has average risk and the D/E ratio is constant?
Problem 5<br>Using the principle of backward induction, please select the optimal project among<br>project 1, project 2, and the RiskFree project.<br>Redraw the decision tree in a separate piece of paper and annotate the expected values<br>at each node, cross out suboptimal branches, and annotate the NPV of Project 1, 2, and<br>RiskFree.<br>Ignore discounting (discount rate r = 0)<br>Attach your solution to this question<br>Payoff = $200<br>expand<br>%3D<br>Payoff = $120<br>%3D<br>contract<br>%09<br>expand<br>Payoff = $65<br>%3D<br>40%<br>Project 1 cost =<br>$120<br>Payoff = $80<br>contract<br>%3D<br>expand<br>Payoff = $300<br>%3D<br>Project 2 cost =<br>$110<br>30%<br>Payoff = $90<br>%3D<br>contract<br>%0%<br>Payoff = $80<br>Risk-free project<br>cost = $100<br>%3D<br>Payoff = $120<br>

Extracted text: Problem 5 Using the principle of backward induction, please select the optimal project among project 1, project 2, and the RiskFree project. Redraw the decision tree in a separate piece of paper and annotate the expected values at each node, cross out suboptimal branches, and annotate the NPV of Project 1, 2, and RiskFree. Ignore discounting (discount rate r = 0) Attach your solution to this question Payoff = $200 expand %3D Payoff = $120 %3D contract %09 expand Payoff = $65 %3D 40% Project 1 cost = $120 Payoff = $80 contract %3D expand Payoff = $300 %3D Project 2 cost = $110 30% Payoff = $90 %3D contract %0% Payoff = $80 Risk-free project cost = $100 %3D Payoff = $120

Jun 09, 2022
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