“As a financial analyst, you are tasked with estimating the appropriate beta for a private company that is being valued for an acquisition. Since the company is not publicly traded, you will derive its Levered Beta by first calculating the Unlevered Beta from a set of comparable public companies (peers) and then adjusting it to the private firm's target capital structure.”
As a financial analyst, you are tasked with estimating the appropriate beta for a private company that is being valued for an acquisition. Since the company is not publicly traded, you will derive its Levered Beta by first calculating the Unlevered Beta from a set of comparable public companies (peers) and then adjusting it to the private firm's target capital structure.
Task: Using the provided financial data from five publicly traded companies, compute the Unlevered Beta for the industry and adjust it to reflect the private company’s capital structure.
The following table presents the Levered Beta, Debt/Equity (D/E) ratio, and Tax Rate for five comparable companies.
| Company | Levered Beta (βL) | Debt/Equity (D/E) | Tax Rate (T) |
|---|---|---|---|
| A | 1.3 | 50% (0.50) | 25% (0.25) |
| B | 1.5 | 80% (0.80) | 30% (0.30) |
| C | 1.2 | 40% (0.40) | 28% (0.28) |
| D | 1.6 | 100% (1.00) | 32% (0.32) |
| E | 1.4 | 60% (0.60) | 27% (0.27) |
The formula for Unlevered Beta is:
βU = βL / [1 + (1 - T) × (D/E)]
Using this formula, compute the Unlevered Beta for each company.
After calculating βU for each company, determine the industry average:
Industry βU = (Σ βU of all companies) / Number of companies
The private company has a target D/E ratio of 70% and a tax rate of 30%. Adjust the Unlevered Beta using the following formula:
βL = βU × [1 + (1 - T) × (D/E)]
Once you have the new Levered Beta, compute the Cost of Equity using the CAPM formula:
Re = Rf + βL × Market Risk Premium
Assume:
Using these inputs, compute the Cost of Equity.
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