How do you calculate the cost of debt of each division(Food processing and instruments) for chestnut using proxy companies in same industry.
Exhibit 14.4 Finiancial Data for Industry Comparables, December 2013 (dollar figures in millions) | ||||||||
S&P Bond | Total Equity | Total Equity | ||||||
Equity Beta | Rating | Total Debt | (Book value) | (Market Value) | ||||
Chestnut Foods | 0.9 | A- | 461 | 1,544 | 1,840 | |||
Food Processing Industry | ||||||||
Boulder Brands | 0.55 | B+ | 298 | 355 | 958 | |||
Campbell Soups | 0.6 | BBB+ | 4,832 | 1,349 | 13,223 | |||
ConAgra Foods | 0.7 | BBB- | 9,590 | 5,472 | 13,805 | |||
Diamond Foods | 0.75 | B- | 593 | 167 | 578 | |||
Flower Foods | 0.5 | BBB- | 923 | 1,076 | 4,429 | |||
General Mills | 0.55 | BBB+ | 8,645 | 6,633 | 31,245 | |||
Hormel Foods | 0.65 | A | 250 | 3,311 | 11,759 | |||
Kellogg | 0.6 | BBB+ | 7,358 | 3,545 | 21,841 | |||
J. M. Smucker | 0.7 | BBB+ | 2,241 | 5,168 | 10,904 | |||
Tyson Foods | 0.8 | BBB | 1,942 | 6,285 | 11,469 | |||
Average | ||||||||
Instruments Industry | ||||||||
Badger Meter | 1.06 | BBB- | 89 | 197 | 723 | |||
Dresser-Rand | 1.4 | BB | 1,287 | 1,297 | 4,549 | |||
Flowserve | 1.3 | BBB- | 1,200 | 1,870 | 10,767 | |||
Honeywell | 1.25 | A | 8,829 | 17,467 | 74,330 | |||
Idex | 1.15 | BBB | 774 | 1,573 | 5,933 | |||
Measurement Specialties | 1.35 | BBB* | 129 | 331 | 944 | |||
Mettler-Toledo | 1.1 | A* | 413 | 935 | 7,154 | |||
Wendell Instruments | 0.52 | NA | 0 | 98 | 230 |
Exhibit 14.3 Capital Market Date, December 2013 | ||||
Yield | ||||
30-day Treasury Bill | 0.1% | |||
10-year Treasury Bill | 2.8% | |||
10-Year Corporate Bonds | ||||
of Industrial Companies | ||||
AAA | 2.8% | |||
AA | 2.9% | |||
A+ | 3.2% | |||
A | 3.3% | |||
A- | 3.5% | |||
BBB+ | 3.8% | |||
BBB | 4.1% | |||
BBB- | 4.6% | |||
BB+ | 5.8% | |||
BB | 6.5% | |||
BB- | 6.5% | |||
B+ | 6.8% | |||
B | 8.4% | |||
B- | 9.0% | |||
Historical Market Risk Premium | ||||
(Equity Market Index | ||||
Less Government Debt) | 6.0% |
The yield on chestnut food bond is 3.5 % given in the exibit 14.3
As tax rate is not mentioned in the question so Let us assume tax rate of 40%
then Cost of debt=yield (1-tax rate)
Cost of debt=3.5(1-.40)
Cost of debt =3.5(.60)
Cost of debt=2.1%
According to CAPM model cost of equity
Cost of equity =risk free rate+beta*(market risk premium)
risk free rate for 10 years treasury bill=2.8% given in th exibit 14.3
beta=.9 given in the exibit 14.4
market risk premium=6% given in the exibit 14.3
cost of equity=2.8+.9*6
cost of equity=2.8+5.4
cost of equity=8.2%
WACC=Ke*weight of equity+Kd*weight of debt
capital structure of company=Total debt+market value of equity
=461+1840
=2301
weight of equity=1840/2301*100=80% approx
weight of debt=461/2301*100=20% approx
WACC=8.8*80%+2.1*20%
WACC=0.0704+0.0042
WACC=7.46%
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