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Dunkin currently has a capital structure of 60 percent debt and 40 percent equity, but is considering a new product that will be produced and marketed by a separate division. The new division will have a capital structure of 80 percent debt and 20 percent equity. Dunkin has a current beta of 2.1, but is not sure what the beta for the new division will be. AMX is a firm that produces a product similar to the product under consideration by Dunkin. AMX has a beta of 1.8, a capital structure of 35 percent debt and 65 percent equity and a marginal tax rate of 40 percent. Dunkin' tax rate is 40 percent. What will be Dunkin's weighted cost of capital for this new division if the after-tax cost of debt is 8 percent, the risk-free rate is 7 percent, and the market risk premium is 9 percent?
For this question, I have already calculated and got levered beta is 4.6257 and Ke is 0.162514. However, the question is weighted cost of capital and the formula is
WACC = ((E/V) * Re) + [((D/V) * Rd)*(1-T)].
a company had earnings per share eps of 6.32 at the end of 2007 and 11.48 at the end of 2012. the company pays out 30
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xyz has a debt of 27500000 and is expected to produce fcf of 11750000 next year caculate the value of the share of
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Given the following information, calculate the present value of the following bond that pays semi-annual coupons. Par value: $1,000. Coupon Rate: 8%.
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