A firm has a bonds with 10 years to maturity, and a coupon rate of 8% (paid semi?annually). The bond currently sells for $932. The firm has a beta of 1.2. The stock price is $20/share. 3?month treasury bills yield 5%. The firm has outstanding, $10 million in debt at face value and there 1 million shares of common stock outstanding. Assume that the market risk premium is 5% and the tax rate is 35%. Calculate the WACC.
cost of debt |
interest+(face value-market value)/period to maturity / (face value+market value)/2 |
40+(1000-932)/20 / (1000+932)/2 |
43.4/966 |
0.044928 |
Annual cost of debt |
.044928*2 |
8.99% |
||
after tax cost of debt |
8.99-(1-.35) |
5.84 |
||
cost of equity |
risk free rate+(market risk premium)*beta |
5+(5)*1.2 |
11 |
|
WACC |
||||
source |
value of investment in millions |
weight = value of source/total value of investment |
cost |
weight*cost |
debt |
9.32 |
0.317872 |
5.84 |
1.856371 |
common stock |
20 |
0.682128 |
11 |
7.503411 |
total |
29.32 |
WACC |
sum of weight*cost |
9.36 |
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