In: Finance
ABC Co has 10 million shares of common stock outstanding which currently trades at a market price of $5 per share. The company also has 100,000 bonds issued which are trading at $1,050 per bond. ABC has not issued any preferred stock. If ABC’s cost of equity is 10% and their effective cost of debt is 5%, what is their WACC?
Formula for calculating WACC = Kd * Wd + Ke * Wd
Kd = cost of debt
Wd = Weight of Debt
Ke = Cost of Equity
We = Weight of Equity
Weight of Equity and Debt
Wd (Weight of Debt) = (Total Debt ÷ Total Capital) x 100
= ($105,000,000 ÷ $155,000,000) x 100
=67.74%
We (Weight of Equity) = (Total Equity ÷ Total Capital) x 100
= (=$ 50,000,000 ÷$155,000,000) x 100
= 32.26%
Total Equity = Outstanding number of shares x Market selling price per share
= 10,000,000 shares x $5
=$ 50,000,000
Total Debt = $ 100,000 bonds x $1,050 per bond
= $ 105,000,000
Total Capital = Total Equity + Total Debt
=$50,000,000+$105,000,000
=$155,000,000
Final Answer
WACC =
6.613%
Formula for calculating WACC = Kd * Wd + Ke * Wd
Kd = cost of debt = 5%
Wd = Weight of Debt = 67.74%
Ke = Cost of Equity = 10%
We = Weight of Equity = 32.26%
WACC = (5% x 67.74%) + (10% x 32.26%)
= (.05 x .6774) + (.10 x .3226)
= 6.613%
Note:
Effective cost of debt given in the problem is considered as after tax cost of debt.