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Boeing's Strategy

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The Capital Assets Price Model (CAPM), is a model for pricing an individual security or a portfolio. Its basic function is to describe the relationship between risk and expected return, which is often used to estimate a cost of equity (Wikipedia, 2009). It serves as a model for determining the discount rate which is used in calculating net present value. The CAPM says that the expected return of a security or a portfolio equals the rate on a risk-free security plus a risk premium. The formula is:
R = Rf + *(E(Rm)-Rf) Rf = Risk free rate of return, usually U.S. treasury bonds ( ) β = Beta for a company E(Rm) = Expected return of the market (commercial airlines market) E(Rm)-Rf = Sometimes …show more content…

There are two formulas to calculate the weight of debt and equity as show below:
Debt/Equity=0.525 (D/E=0.525)
Debt+Equity=1 (D+E=1); D=1-E
Using the second formula substituting back into the first equation and the result is 1-E/E=0.525, so through calculating this equation, it can indicate that E is 0.656 and D is 1-0.656=0.344. The Boeing’s capital structure is that the weight of debt is 34.4% and the weight of equity is 65.6%.

From this case, it gives a well-known formula how to finance Boeing’s weighted-average cost of capital (WACC), it shows below:
WACC= (percent Debt) (Pretax cost of debt capital) (1- Marginal effective corporate tax rate) + (percent Equity) (Cost of equity capital)
In previous calculation, it already know the percent Debt is 34.4%, percent Equity is 65.6%, Cost of equity capital is 11.088% and in this case gives Marginal effective corporate tax rate is 35%. So it only just to calculate cost of Debt. The cost debt is the interest rate or yield that a firm must pay on its bonds. In this case, it uses weighted average yield to maturity to calculate cost of debt. Through the form of EXHIBIT 11 and using two column debt amount and yield to maturity to finance cost of debt is 5.286%, however, the appropriate cost of debt is the after-tax

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