David Ortiz Motors has a target capital structure of 40% debt and 60% equity. The yield to maturity on the company's outstanding bonds is 9%, and the company's tax rate is 40%. Ortiz's CFO has calculated the company's WACC as 10.15%. What is the company's cost of equity capital? Round your answer to two decimal places.
Step-1:Calculation of after tax cost of debt | ||||||||||
Yield to maturity on bond is the cost of debt. | ||||||||||
After tax cost of debt | = | Before Tax Cost of debt*(1-Tax Rate) | ||||||||
= | 9%*(1-0.40) | |||||||||
= | 5.40% | |||||||||
Step-2:Calculation of Cost of Equity | ||||||||||
WACC | = | (Weight of debt*After tax cost of debt)+(Weight of Equity*Cost of Equity) | ||||||||
or, | 10.15% | = | (40%*5.40%)+(60%*Cost of Equity) | |||||||
or, | 10.15% | = | 2.16%+(60%*Cost of Equity) | |||||||
or, | 7.99% | = | 60%*Cost of Equity | |||||||
or, | Cost of Equity | = | 13.32% | |||||||
Thus, | ||||||||||
Cost of Equity is 13.32% | ||||||||||
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