In: Statistics and Probability
Suppose that a company's equity is currently selling for $26.00 per share and that there are 5.60 million shares outstanding. If the firm also has 46 thousand bonds outstanding, which are selling at 109.00 percent of par, what are the firm's current capital structure weights for equity and debt respectively?
Equity = 5,600,000 x $26 = $145,600,000, so .7438
Debt = 46,000 x 1.090 x 1,000 = $50,140,000, so .2562
Total = $195,740,000
74.38%, 25.62%
SOLUTION:
From given data,
Suppose that a company's equity is currently selling for $26.00 per share and that there are 5.60 million shares outstanding. If the firm also has 46 thousand bonds outstanding, which are selling at 109.00 percent of par, what are the firm's current capital structure weights for equity and debt respectively?
Calculation of Firm's Current Capital Structure weights for equity and debt:
Where,
Step 1 - Calculation of Current Market Value of Equity
Value of Equality = Each share price * No. of shares outstanding
Equity = 5,600,000 x $26 = $145,600,000, so .7438
Step 2 - Calculation of Current Market Value of Debt
Value of Debt = No.of Bonds* Par Value of Bond Selling at % of Par*Par Value is assumed as $ 1000
Debt = 46,000 x 1.090 x 1,000 = $50,140,000, so .2562
Total = $195,740,000
Weight of Equity = Value of Equity / (Value of Equity + Value of Debt)
Weight of Equity = $145,600,000 / ($145,600,000 + $50,140,000,)
Weight of Equity = 0.7438 i.e 74.38%
Weight of debt = 1 - weight of equity
= 1 - 0.7438
= 0.2562 i.e 25.62%
Therefore the correct answer is Answers are 74.38%, 25.62%.