In: Finance
Edna Recording Studios, Inc., reported earnings available to common stock of
$5,000,000
last year. From those earnings, the company paid a dividend of
$1.15
on each of its
1,000,000
common shares outstanding. The capital structure of the company includes
45%
debt,
10%
preferred stock, and
45%
common stock. It is taxed at a rate of
30%.
If the market price of the common stock is
$31
and dividends are expected to grow at a rate of
9%
per year for the foreseeable future, what is the company's cost of retained earnings
financing 13.04
If underpricing and flotation costs on new shares of common stock amount to
$7
per share, what is the company's cost of new common stock
financing 14.22
The company can issue
$1.65
dividend preferred stock for a market price of
$35
per share. Flotation costs would amount to
$5
per share. What is the cost of preferred stock
financing 5.50
The company can issue
$1,000-par-value, 6%
coupon,
14-year
bonds that can be sold for
$1,160
each. Flotation costs would amount to
$25
per bond. Use the estimation formula to figure the approximate after-tax cost of debtfinancing 3.30
Using the cost of retained earnings,
r Subscript rrr,
the firm's WACC,
r Subscript ara,
is
nothing 7.90
Using the cost of new common stock,
r Subscript nrn,
the firm's WACC,
r Subscript ara,
is
nothing%
1) Price per equity share = Dividend * (1+growth rate in dividend) / (Cost of equity - growth rate in dividend)
31 = 1.15 * (1+9%) / (Cost of equity - 9%)
Cost of equity = (1.15 * 1.09) / 31 + 9%
Cost of equity = 13.04%
For new under pricing and flotation cost was $7 per share
Effective share price = 31 -7 = $24
Cost of equity = (1.15 * 1.09) / 24 + 9%
Cost of equity = 14.22%
2) Cost of preference share = dividend per share / (preference share price - flotation cost)
= 1.65 / (35 -5)
Cost of preference share = 5.5%
3) Bond after tax cost
Market price of bond = 1,160 , Flotation cost = 25 , Net market price of bond = 1160-25 = 1,135
Face value = 1000, Tenure = 14, Coupon = 6%
Using excel formula , Yield = =RATE(14,60,-1135,1000)
Cost of debt = 4.67%
After tax cost of debt = 4.67% * (1-30%) = 3.3%
4) WACC
a) based on cost of old equity = 13.04%
WACC = equity weight * cost of equity + debt weight * after tax cost of debt + preference share cost * weight of preference shares
= 45% * 13.04% + 45% *3.3% + 10% * 5.5%
WACC = 7.9%
b) based on cost of new equity = 14.22%
WACC = equity weight * cost of equity + debt weight * after tax cost of debt + preference share cost * weight of preference shares
= 45% * 14.22% + 45% *3.3% + 10% * 5.5%
WACC = 8.4%