Calculation Of Weighted Average Cost Of Capital Essay

What is the correct capital structure and weighted average cost of capital for discounting the investment’s free cash flow?

The cost of equity is the theoretical return that equity investors expect or receive from the company for investing their funds in the company. The risk free rate that is the Government Treasury bill rate is 3.1%, the market risk premium is 7% and the beta has been calculated as

We use Capital Asset Pricing Model (CAPM) approach to calculate the cost of equity. The formula of CAPM is re = rf + β × (E[RMkt] – rf).

Barb Williams and Rick Thomas, while attending an executive education course at a well-known business school, came across a case which involved calculating the cost of capital for Telus Corporation (Telus). Basic data such as the Balance Sheet, Income Statement, Data on Telus’ Common Stock, Market Index, and the Average Annual Returns in North American Capital Markets were provided. In order to calculate Telus’ cost of capital we need to calculate the company’s Cost of Equity, Cost of Debt, and Tax Rate along with their weighted cost and then apply these to the Weighted

Week 1 – Introduction – Financial Accounting (Review) Week 2 – Financial Markets and Net Present Value Week 3 – Present Value Concepts Week 4 – Bond Valuation and Term Structure Theory Week 5 – Valuation of Stocks Week 6 – Risk and Return – Problem Set #1 Due Week 7* – Midterm (Tuesday*) Week 8 - Portfolio Theory Week 9 – Capital Asset Pricing Model Week 10 – Arbitrage Pricing Theory Week 11 – Operation and Efficiency of Capital Markets Week 12 – Course Review – Problem Set #2 Due

Another problematic issue is that the accounting rate of return can not be used to compute the cost of equity because normally accounting rate of return is in book value rather than market value. The value of the stock will fluctuate greatly from year to year while the book value does not indicate any risk or future cash flows at all, so it is crucial to calculate the cost of equity by using market value.

The mixture of debt-equity mix is important so as to maximize the stock price of the Costco. However, it will be significant to consider the Weighted Average Cost of Capital (WACC) as well so that it can evaluate the company targeted capital structure. Cost of capital (OC) may be used by the companies as for long term decision making, so industries that faced to take the important of Cost of capital seriously may not make the right choice by choosing the right project(Gitman’s, ).

At first, WACC and CAPM was attempted to be used as a source of cost of capital. However, for WACC, there is no available proportion of debt and cost of debt for MW. For CAPM, no available data seems to support the acceptable

Most of the corporations calculate WACC for giving investors an estimate on profitability and for being able to weight future projects. We are presented with Boeing current bonds, which constitute the long term debt portion of capital, and with Boeing’s assets which constitute the equity portion of capital. No other weighted entities (such as preferred shares) are considered. The debt/equity ratio would help with the calculation of weights. Boeing would need to earn at least 15.443% return on its investments (including the 7E7 project) in order to maintain the actual share price.

Moreover, let’s calculate the Weighted Average Cost of Capital (WACC). And in order to calculate it we need to know the capital structure of the company. Knowing the capital structure of the

1.a) To value Spyder Active Sports Inc., we decided to use the WACC method since we can easily value its cost of assets with the data immediately available to us in the case. We first unlevered the beta’s of 7 comparable companies and took the average to get a comparable unlevered beta for Spyder (Exhibit 1). Since we are assuming Spyder is entirely equity financed, its unlevered asset beta is equal to the beta of its assets. We now have a rough estimate of Spyder’s asset beta, we can

Cost of Equity is the return that stockholders require for a company. A company’s cost of equity represents the compensation that the market demands in exchange for owning the assets and bearing the risk of ownership. Based on capital markets the cost of equity varies in direct relation to the assumed risk in that specific market. The distinctive of the firm is the sensitivity to market risk (β) which depends on everything from management to its business and capital structure. Therefore past performances and present conditions have a direct effect on the overall value. Applying calculations at a divisional level allows specified markets to be analysis based on present market conditions for that service or product. The formula used to calculate Cost of Equity is:

Please refer to Appendix 2 for other considerations for cost of equity calculations. Most firms use the Capital Asset Pricing Model (CAPM) to determine the cost of equity. The components that make up the CAPM include: the risk free rate, the beta of the security, and the expected market return of the stock. These values are all based on forward-looking data. The model dictates that shareholders require a return equal to the return from a risk-free investment plus an equity risk premium for bearing extra risk. Refer to Appendix 1 for a full breakdown of the CAPM formula.

For future cash flows, evaluation is done with WACC rate which consists from cost of equity and cost of debt in a weighted average. In this case, using cost of equity is not appropriate since we doesn’t know cost of debt and weights of equity and debt, it doesn’t reflect the actual rate for WACC.

The divisional cost of capital would be calculated using a weighted average cost of capital approach for each operating sector. The calculations would follow three steps: first, an estimate would be made of the usual debt and equity proportions of independently financed firms operating in each sector. Second, the costs of debt and equity given these proportions and sectors would be estimated in