calculate Boeing’s WACC along with IRR to determine whether this is a financially worthwhile project. In order to calculate the WACC‚ Bair must consider the betas from Boeing’s commercial sector as well as the defense sector. One beta cannot be used for the whole company due to the vast difference in volatility between the two sectors. Once these two separate betas are calculated‚ they can be weighted based on the % revenue which each industry contributes to the company and then a WACC can be calculated
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Introduction We focus on SMRT Corporation Ltd (SMRT) and SBS Transit Ltd (SBS). The market for their common equity (E)‚ debt (D) and preferred stock (PS) are summarized here: | |E (SGD$) |D (SGD$) |PS (SGD$) |D/(D+E+PS) |E/(D+E+PS) |PS/(D+E+PS) | |SMRT |309.8M[1] |472.3M |0 |60.39% |39.61% |0 | |SBS |649
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Financial Management Agenda 1. What is the WACC and why is it important to estimate a firm’s cost of capital? Do you agree with Joanna Cohen’s WACC calculation? Why or why not? 2. If you do not agree with Cohen’s analysis‚ calculate your own WACC for Nike and justify your assumptions. 3. Calculate the costs of equity using CAPM‚ the dividend discount model‚ and the earnings capitalization ratio. What are the advantages and disadvantages of each method? 4. What should Kimi Ford recommend regarding
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Marriot Case Marriot use the Weighted Average Cost of Capital to estimate the cost of capital for the corporation as a whole and for each division‚ and the hurdle rate is updated annually.(WACC = (1-Tc) * (D/A) * R[D] + (E/A) * R[E]) Marriot’s Tax Bracket = 175.9/398.9 = 44% Division’s asset weight to the corporation: Lodging = 2777.4/4582.7 = 0.59 Contract = 1237.7/4582.7 = 0.28 Restaurant = 567.6/4582.7 = 0.13 Risk free rate is 30 years T-Bond = 8.95% (Lodging use long-term debt)
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0.28 0.48 0.42 Target D/D+S Target D/S Levered Beta 74% 2.85 1.62 Costs of Equity: Rf Lodging MRP 8.95% 7.43% Beta Requity 1.62 21.02% Costs of Debt: Rf Lodging 8.95% Spread Tax rate Rdebt(1-T) 1.10% 0.44 0.0563 WACCs: Lodging Target D/D+S Rdebt(1-T) S/D+S Requity WACC 74% 0.0563 26% 21.02% 9.63% Page 1 Sales Weighted Levered Beta 1.56
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Risk – Free Rate 3% + Beta Coefficient .36 Market Risk Premium 8% Cost of Equity 5.88% + Risk - Free Rate 3.% Weighted Cost of Equity 3.52% X Percentage of Total Capital Supplied by Equity 60% + Before Tax Cost of Debt 5.66% WACC 5..00% Weighted Cost of Debt 1.53% Before Tax Operating Profit in % 100% After Tax Cost of Debt 3.83% X X After Tax Operating Profit in 67.6% 40% of Total Capital Supplied by Debt 40% - Income Tax Rate 32.4% Rate of Return of
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buybacks and strong dividends. About 43.8% of the total capital of the company comes from debt and the remaining comes from equity. The cost of the different components of its capital structure are – debt: 2.92% (after-tax cost)‚ and equity: 9.49%. The WACC is 6.61%‚ based on the capital structure outlined. The effective tax rate is 35.4%. AT&T has had dividend growth for the last 25 years. The dividend growth this year was 2.5% and the last year was 12.7%. Dividends declared totalled $1.61 per share
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WACC Weighted Average Cost of Capital Formula The WACC Weighted Average Cost of Capital formula is complex‚ and can be broken into several components. The individual component costs are provided in the following sections. WACC Weighted Average Cost of Capital Variables V=Firm Total Value (Debt + Preferred Shares + Common Equity + Retained Earnings) Md=Market Value of Debt Mp=Market Value of Preferred Shares Mc=Market Value of Common Equity Mr=Market Value of Retained Earnings K=Current
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Executive Summary: The purpose of this paper is to identify the weighted average cost of capital (WACC) in relation with the firm value. Also‚ there are some aspects discussed in the paper regarding when a firm should accept a project and when to reject. Systematic risk will be also discussed in the paper concerning their target market and how risky is that. Finally‚ the approach that BlackBerry took into consideration to overcome their risk. Discussion: All companies’ assets are financed by
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Bonds Microsoft’s long-term debt is composed of eight long-term bonds. It also has two short-term bonds that mature this year and early next year. These bonds were neglected in this report. In this report the required return was calculated by using the coupon rates‚ market values‚ time until maturity‚ and tax rate. These values were all found on Microsoft’s 2012 financial statement. The weighted average cost of debt was then found through the multiplication of each bond’s required return and their
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