How to calculate unlevered beta
Introduction:
Unlevered beta, also known as asset beta, is a fundamental financial metric used to measure the risk associated with a company’s operations without factoring in its debt structure. It lets investors and analysts evaluate the business’s performance regardless of its capital structure. In this article, we will guide you through the process of calculating unlevered beta.
Step 1: Understand the concept of beta
Beta is a measure of stock price volatility relative to the overall market. A beta greater than one indicates the security is more volatile than the market, whereas a beta less than one means it is less volatile. An unlevered beta reveals the inherent risk of a company’s operations by excluding the effect of debt.
Step 2: Gather necessary data
To calculate unlevered beta, you will need the following information:
– Levered beta (βL) – The company’s current market beta, which takes into account its capital structure.
– Tax rate (T) – The effective corporate tax rate for the company.
– Debt-to-equity ratio (D/E) – This represents the proportion of debt to shareholders’ equity in the capital structure.
These data points can be obtained from financial databases or websites like Yahoo Finance, corporation’s investor relations website, or financial statements such as balance sheets and income statements.
Step 3: Calculate Unlevered Beta
Use the Harris and Pringle formula to calculate unlevered beta:
Unlevered Beta (βU) = Levered Beta (βL) / [1 + (1 – Tax Rate) x (Debt/Equity)]
Simply plug in the gathered data points into this formula and perform calculations to arrive at your unlevered beta value.
Example:
Let’s assume you have a company with a levered beta of 1.5, an effective tax rate of 30%, and a debt-to-equity ratio of 0.5. The unlevered beta calculation would be as follows:
Unlevered Beta (βU) = 1.5 / [1 + (1 – 0.3) x (0.5)]
Unlevered Beta (βU) = 1.5 / [1 + 0.7 x 0.5]
Unlevered Beta (βU) = 1.5 / [1 + 0.35]
Unlevered Beta (βU) = 1.5 / 1.35
Unlevered Beta (βU) ≈ 1.11
Step 4: Interpret the results
Once you have calculated the unlevered beta, evaluate its implications for your investment decisions or risk management purposes. A higher unlevered beta indicates higher inherent operational risk, while a lower value suggests lower operational risk.
Conclusion:
Understanding how to calculate unlevered beta is essential for investors and analysts to accurately assess a company’s fundamental operational risk without being influenced by its capital structure. By obtaining key financial information and applying the appropriate formula, you can make informed decisions regarding investment opportunities and corporate strategy based on objective operational risk assessments.