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 8%, 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 $62 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 | $ | % |
Capital Components |
Market Value |
Weight of Capital Structure |
Short-term debt |
$10,000,000 |
10.66% |
Long-term debt |
$21,830,700 |
23.26% |
Common equity |
$62,000,000 |
66.08% |
Total capital |
$93,830,700 |
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
The Market Value of the Bond is the Present Value of the Coupon Payments plus the Present Value of the face Value
Par Value of the bond = $1,000
Annual Coupon Amount = $70 per year [$1,000 x 7%]
Yield to Maturity of the Bond = 10%
Remaining years to Maturity = 25 Years
The Market Value of the Bond = Present Value of annual Coupon Payments + Present Value of the Bond’s Par Value
= $70[PVIFA 10%, 25 Years] + $1,000[PVIF 10%, 25 Years]
= [$70 x 9.07704] + [$1,000 x 0.09230]
= $635.39 + $92.30
= $727.69 per Bond
Market Value of Long-term debt = Number of long-term Bonds x Market Price per bond
= 30,000 Bonds x $727.69 per Bond
= $2,18,30,700
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 $62 per share
= $62,000,000
Total Market Value = $9,38,300,700
Weight of Capital Structure
Weight of Short-term debt = 10.66% [($100,00,000 / $9,38,300,700) x 100]
Long-term debt = 23.26% [($218,30,700 / $938,300,700) x 100]
Common equity = 66.08% [($620,00,000 / $938,300,700) x 100]