The question is attached (Excel). I need the answers with the formulas and solution steps
WACC
Vandelay Industries is considerin | g | ||||||||||||||||
related to their rates of return. Determine Vandelay Industries’ WACC. | |||||||||||||||||
INPUTS USED IN THE MODEL | |||||||||||||||||
Tax rate | 40% | ||||||||||||||||
B-T rd | 8% | ||||||||||||||||
Net Pps | $35.00 | ||||||||||||||||
Dps | $5.00 | ||||||||||||||||
P0 | $50.00 | ||||||||||||||||
D1 | $2.50 | ||||||||||||||||
5% | |||||||||||||||||
Vandelay’s beta | 0.8 | ||||||||||||||||
Market risk premium, RPM | 8.00% | ||||||||||||||||
Risk free rate, rRF | 3.0% | ||||||||||||||||
Target capital structure from common stock | 75% | ||||||||||||||||
Target capital structure from preferred stock | 15% | ||||||||||||||||
Target capital structure from debt | 10% | ||||||||||||||||
Calculate the cost of each capital component, that is, the after-tax cost of debt, the cost of preferred stock (including flotation costs), and the cost of equity (ignoring flotation costs). Use both the the CAPM method and the dividend growth approach to find the cost of equity. | |||||||||||||||||
Cost of debt: | |||||||||||||||||
B-T rd × | (1 – T) | = | A-T rd | ||||||||||||||
Cost of preferred stock (including flotation costs): | |||||||||||||||||
Dpf / | Net Ppf = | rpf | |||||||||||||||
Cost of common equity, dividend growth approach (ignoring flotation costs): | |||||||||||||||||
D1 / | P0 + | g = | rs | ||||||||||||||
Cost of common equity, CAPM: | |||||||||||||||||
rRF + | b × RPM | rs | |||||||||||||||
Vandelay Industries will continue to use the same capital structure, what is the company’s WACC? | |||||||||||||||||
wd | 10.0% | ||||||||||||||||
wps | 15.0% | ||||||||||||||||
ws | 75.0% | ||||||||||||||||
100.0% | |||||||||||||||||
wd × A-T rd + | wpf × rpf + | ws × rs |
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