Question

Over the last twenty years there has been considerable consolidation in the confectionary business​ (e.g., the...

Over the last twenty years there has been considerable consolidation in the confectionary business​ (e.g., the acquisition of Rowntree PLC by Nestle SA in 1988 and Cadbury by Kraft in​ 2010). You have a suspicion that a large food manufacturer might try to buy Tootsie Roll. You want to calculate a DCF valuation for Tootsie Roll. The first step in your valuation is to calculate Tootsie​ Roll's weighted average cost of capital. Using the data provided​ below, answer the questions that follow and calculate Tootsie​ Roll's WACC.

bullet•  

The​ risk-free rate is

44​%.

bullet•  

The expected return on the market portfolio is

9.259.25​%.

bullet•  

The corporate tax rate is

3838​%.

bullet•  

The face value of Tootsie​ Roll's outstanding bonds is

​$2 comma 4002,400

million.  

bullet•  

The coupon rate on Tootsie​ Roll's bonds is

5.55.5​%.

Assume that the bonds pay annual coupons.

bullet•  

The yield to maturity on Tootsie​ Roll's bonds is

77​%.

bullet•  

Tootsie​ Roll's bonds mature in

77

years.

bullet•  

Tootsie Roll has

1 comma 6501,650

million common shares outstanding.

bullet•  

The market price of Tootsie​ Roll's common shares is

​$6.056.05.

bullet•  

Tootsie​ Roll's Beta is

0.70.7.

a.  What is Tootsie​ Roll's after-tax cost of​ debt?

b.  What is Tootsie​ Roll's cost of​ equity?

c.  What is the market value of​ long-term debt?

d.  What is the capital structure weight for​ equity?

e.  What is Tootsie​ Roll's WACC?

Homework Answers

Answer #1
a) After tax cost of debt = YTM*(1-t) = 7%*(1-38%) = 4.34%
b) Cost of equity per CAPM = rf+beta*(rm-rf), where
rf = risk free rate and rm = expected return on
market portfolio.
= 4%+0.7*(9.25%-4%) = 7.68%
c) MV of long term debt = 2400/1.07^7+2400*5.5%*(1.07^7-1)/(0.07*1.07^7) = $     2,205.99
d) MV of equity = 1650*6.05 = $     9,982.50
MV of debt $     2,205.99
Total market value $ 12,188.49
Capital structure weight for equity = 9982.50/12188.49 = 81.90%
Capital structure weight for debt = 2205.99/12188.49 = 18.10%
e) WACC = Cost of debt*Weight of debt+Cost of equity*Weight of equity = 7.68%*81.90%+4.34%*18.10% = 7.08%
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