In: Finance
Garfield company needs fund worth $1,5 billion to expand its
company by issuing:
1) Bonds worth $600 million that have nominal value $1000 per share
in 5 years period with the interest rate 12%. The price of bonds is
$980 per share and assume that tax is 30%
2) preferred stock worth $150 million whose price is $12500 per
share with a constant dividend $1350 per share.
3) common stock that has market value $11250 per share and dividend
and dividend paid was estimated $1050 per share with the 6% growth
rate. Flotation cost is 5%
Required:
a. Calculate the cost of debt, cost of preferred stock, and cost of
equity
b. Calculate the WACC
let me know if you need any clarification..
ans a | Computation of cost of debt | ||||||||
we have to use financial calculator to solve cost of debt | |||||||||
Put in calculator | |||||||||
PV | -980 | ||||||||
FV | 1000 | ||||||||
PMT | 120 | ||||||||
N | 5 | ||||||||
compute I | 12.56% | ||||||||
therefore post tax cost of debt = 12.56%*(1-30%) | 8.79% | ||||||||
computation of cost of preferred stock | |||||||||
Cost of preferred stock = Annual dividend/Preferred stock price | |||||||||
=(1250/12500) | |||||||||
10.00% | |||||||||
Cost of equity : | |||||||||
Cost of quity = Expected dividened/((current price *(1-flotation cost)) + growth rate | |||||||||
=(1050/(11250*(1-5%))+6% | |||||||||
15.82% | |||||||||
ans b | WACC = Weight of equity * cost of equity + weight of debt * post tax cost of debt + weight of preferred stock * cost of preferred stock | ||||||||
Source | Market value | weight | cost of capital | weight * cost | |||||
debt | 600 | 40% | 8.79% | 3.52% | |||||
preferred stock | 150 | 10% | 10.00% | 1.00% | |||||
equity | 750 | =(1500-600-150) | 50% | 15.82% | 7.91% | ||||
1500 | 12.43% | ||||||||
therefore WACC = | 12.43% | ||||||||