Rideshare service Zap, Inc. has issued $40 million worth of stock with a cost of 8.4% per year. They also have a bank loan for $60 million with an interest rate of 5.2% per year. Their effective tax rate is 23%. What is their after-tax WACC?
Weighted average cost of capital (WACC) = [(S/S+B)*Rs + (B/S+B)*Rb(1-tc)] | |||||||
S = equity, B = debt, Rs = Cost of equity, Rb = cost of debt, | |||||||
tc = corporations tax rate | |||||||
S | 40000000 | ||||||
B | 60000000 | ||||||
S/(S+B) | 0.4 | ||||||
B/(S+B) | 0.6 | ||||||
Rs | 0.084 | ||||||
Rb | 0.052 | ||||||
tc | 0.23 | ||||||
WACC | .4*.084 + .6*.052*(1-.23) | ||||||
WACC | .0336 + .024024 | ||||||
WACC | 0.057624 | ||||||
Rideshare service Zap, Inc.'s after-tax WACC is 5.76%. |
Get Answers For Free
Most questions answered within 1 hours.