In: Finance
Market Value Capital Structure
Suppose the Schoof Company has this book value balance sheet:
Current assets | $30,000,000 | Current liabilities | $20,000,000 | |||
Fixed assets | 70,000,000 | Notes payable | $10,000,000 | |||
Long-term debt | 30,000,000 | |||||
Common stock (1 million shares) | 1,000,000 | |||||
Retained earnings | 39,000,000 | |||||
Total assets | $100,000,000 | Total liabilities and equity | $100,000,000 |
The notes payable are to banks, and the interest rate on this debt is 11%, the same as the rate on new bank loans. These bank loans are not used for seasonal financing but instead are part of the company's permanent capital structure. The long-term debt consists of 30,000 bonds, each with a par value of $1,000, an annual coupon interest rate of 7%, and a 25-year maturity. The going rate of interest on new long-term debt, rd, is 10%, and this is the present yield to maturity on the bonds. The common stock sells at a price of $50 per share. Calculate the firm's market value capital structure. Do not round intermediate calculations. Round your answers to two decimal places.
Short-term debt | $ | % | ||
Long-term debt | ||||
Common equity | ||||
Total capital | $ | % |
The firm's market value capital structure
Capital Components |
Market Value |
Weight of Capital Structure |
Short-term debt |
$10,000,000 |
12.22% |
Long-term debt |
$21,830,700 |
26.68% |
Common equity |
$50,000,000 |
61.10% |
Total capital |
$81,830,700 |
100.00% |
Market Value of each capital components
Market Value of Short-term debt
Market Value of Short-term debt = $10,000,000 (Value of Note Payables)
Market Value of Long-term debt
Variables |
Financial Calculator Keys |
Figures |
Par Value/Face Value of the Bond [$1,000] |
FV |
1,000 |
Coupon Amount [$1,000 x 7.00%] |
PMT |
70 |
Market Interest Rate or Yield to maturity on the Bond [10.00%] |
1/Y |
10 |
Maturity Period/Time to Maturity [25 Years] |
N |
25 |
Bond Price |
PV |
? |
Here, we need to set the above key variables into the financial calculator to find out the Price of the Bond. After entering the above keys in the financial calculator, we get the Price of the Bond = $727.69.
Market Value of Long-term debt = Number of long-term Bonds x Market Price per bond
= 30,000 Bonds x $727.69 per bond
= $21,830,700
Market Value of Common equity
Market Value of Common equity = Number of common shares outstanding x Market price per share
= 10,00,000 Common shares x $50 per share
= $50,000,000
Total Market Value = $81,830,700
Weight of Capital Structure
Weight of Short-term debt = 12.22% [($10,000,000 / $81,830,700) x 100]
Long-term debt = 26.68% [($21,830,700 / $81,830,700) x 100]
Common equity = 61.10% [($50,000,000 / $81,830,700) x 100]