A Dozen Monkeys Ltd. has the following right-hand side of its balance sheet: __________________________________________________________ Debt: 8% coupon, 12 years to maturity……………… $ 8,000,000 Preferred shares: 5% dividend……………………….. 1,000,000 Common shares: 750,000 outstanding………………. 1,500,000 Retained earnings……………………………………. 4,500,000 $15,000,000 __________________________________________________________ New debt could be issued to yield 10 percent, with floatation costs netting the firm $970 on each $1,000 bond. Preferred shares would require a current yield of 8 percent, with aftertax floatation costs of 4 percent. Common shares currently trade at $15.00, but new shares would be discounted to $14.25 to encourage sales. Aftertax floatation costs on new common shares would be 5 percent. The anticipated dividend growth rate is 6 percent. The expected dividend this year is $1.50. A Dozen Monkeys Ltd. has a 40 percent tax rate and would require new share capital to fund new investments. Based on market value weightings, calculate Monkey’s weighted average cost of capital.
Market price of bond |
Using present value function in MS excel |
pv(rate,nper,pmt,fv,type) rate = 10% nper = 12 pmt = 80 fv =1000 type =0 |
PV(10%,12,80,1000,0) |
($863.73) |
|
market price of preferred stock |
current Yield = preferred dividend/market price |
8% = 50000/market price |
50000/8% |
625000 |
|
cost of common stock |
(expected dividend/market price)+growth rate |
(1.5/14.25)+6% |
16.53% |
||
after tax cost of debt |
YTM*(1-tax rate) |
10*(1-.4) |
10*(1-.4) |
6 |
|
Source |
market value |
weight |
cost |
weight*cost |
|
debt |
8000*863.73 |
6909840 |
0.304098962 |
6 |
1.82459377 |
preferred stock |
625000 |
0.02750597 |
8 |
0.22004776 |
|
common stock |
750000*14.25 |
10687500 |
0.470352085 |
16.53 |
7.77491997 |
retained earning |
4500000 |
0.198042983 |
16.53 |
3.27365051 |
|
total |
22722340 |
WACC = sum of weight*cost |
13.09 |
A Dozen Monkeys Ltd. has the following right-hand side of its balance sheet: __________________________________________________________ Debt: 8%...
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