Exam 17: International Capital Structure and the Cost of Capital

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Solve for the weighted average cost of capital: 11.20\% = 1/2 =\lambda 8.0\% =i 40.0\% =\tau

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Solve for the weighted average cost of capital: 17.20\% = 6/7 =\lambda 8.0\% =i 40.0\% =\tau

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Find the weighted average cost of capital for a firm that has a debt-to-equity ratio of 1½,a tax rate of 34%,a levered cost of equity of 12% and an after-tax cost of debt of 8%.

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Solve for the weighted average cost of capital: 12.40%Kl=12.40 \% \quad K _ { l } = cost of equity capital for a leveraged firm 2/3λ=2 / 3 \lambda = debt-to-total-market-value ratio 8.0%i=8.0 \% \quad i = before-tax borrowing cost 40.0%τ=40.0 \% \quad \tau = marginal corporate income tax rate

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The following is an outline of certain potential benefits as well as costs associated with the cross-border listings of stocks: (i)- the company can expand its potential investor base (ii)- issues involving the disclosure and listing requirements (iii)- creates a secondary market for the company's shares (iv)- volatility spillover from the overseas markets (v)- liquidity (vi)- control of the company by foreigners (vii)- enhances the visibility of the company's name and its products in foreign marketplaces Which of the following represent all the potential benefits of the cross-border listings of stocks?

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Assume that XYZ Corporation is a leveraged company with the following information: = cost of equity capital for =13\% i= before-tax borrowing cost =8\% t= marginal corporate income tax rate =30\% If XYZ's debt-to-total-market-value ratio is 40%,then its weighted average cost of capital,K,is:

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The required return on equity for a levered firm is 10.60%.The debt to equity ratio is ½ the tax rate is 40%,the pre-tax cost of debt is 8%.Find the cost of capital if this firm were financed entirely with equity.

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Find the debt-to-equity ratio for a firm with a debt-to-total-value ratio of ⅔.

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With regard to the financial structure of a foreign subsidiary

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Solve for the weighted average cost of capital: 16.00%Kl=16.00 \% \quad K _ { l } = cost of equity capital for a leveraged firm 5/6λ=5 / 6 \lambda = debt-to-total-market-value ratio 8.0%i=8.0 \% \quad i = before-tax borrowing cost 40.0%τ=40.0 \% \quad \tau = marginal corporate income tax rate

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For a firm confronted with a fixed schedule of possible new investments,any policy that lowers the firm's cost of capital will increase the profitable capital expenditures the firm takes on and increase the wealth of the firm's shareholders.One such policy is

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Find the debt-to-value ratio for a firm with a debt-to-equity ratio of ½.

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A firm may cross-list its share to

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Find the debt-to-value ratio for a firm with a debt-to-equity ratio of 5.

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The firm's tax rate is 34%.The firm's pre-tax cost of debt is 8%; the firm's debt-to-equity ratio is 4; the risk-free rate is 3%; the beta of the firm's common stock is 1.5; the market risk premium is 9%.What is the firm's cost of equity capital?

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Find the debt-to-equity ratio for a firm with a debt-to-total-value ratio of ½.

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At the optimal capital structure,

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Suppose the domestic U.S.beta of IBM is 1.0,that is βIBMU.S=1.0\beta _ { \mathrm { IBM } } ^ { \mathrm { U } . \mathrm { S } } = 1.0 ,and that the expected return on the U.S.market portfolio is RˉU.S. =12\bar { R } _ { \text {U.S. } } = 12 percent,and that the U.S.T-bill rate is 6 percent.If the world beta measure of IBM is βIBMworld =0.80\beta _ { \mathrm { IBM } } ^ { \text {world } } = 0.80 then we can say

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Find the debt-to-value ratio for a firm with a debt-to-equity ratio of 2½.

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