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wolverine [178]
3 years ago
12

"Hubbard Industries is an​ all-equity firm whose shares have an expected return of 9.1%. Hubbard does a leveraged​ recapitalizat

ion, issuing debt and repurchasing​ stock, until its​ debt-equity ratio is 0.45. Due to the increased​ risk, shareholders now expect a return of 12.5%. Assuming there are no taxes and​ Hubbard's debt is​ risk-free, what is the interest rate on the​ debt?"
Business
1 answer:
dusya [7]3 years ago
8 0

Answer: 1.54 %

Explanation:

Assuming no risk, the interest rate on the debt can be calculated using the Cost of Equity of levered Capital formula which is,

Cost of Equity of Levered Capital = Un levered cost of capital + Debt / equity * (rate of return - rate of debt)

All the variables are present except the rate of debt.

Plugging them in is,

0.125 = 0.091 + 0.45 ( 0.091 - rD)

0.125 = 0.091 + 0.04095 - 0.45(rD)

0.125 = 0.13195 - 0.45rD

0.45rD= 0.13195 - 0.125

0.45rD = 0.00695

rD = 0.00695/0.45

rD = 0.01544444444

rD = 1.54%

1.54% is the interest rate on the​ debt.

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Answer:

Check the explanation

Explanation:

a) Linear program model:

Decision variables: Let

P1 = Number of PT-100 products produced at Philippines plant

P2 = Number of PT-200 products produced at Philippines plant

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M1 = Number of PT-100 products produced at Mexico plant

M2 = Number of PT-200 products produced at Mexico plant

M3 = Number of PT-300 products produced at Mexico plant

Objective: Min (0.95+0.15)P1 + (0.98+0.15)P2 + (1.34+0.15)P3 + (0.98+0.08)M1 + (1.06+0.08)M2 + (1.15+0.08)M3

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s.t.

P1 + M1 ≥ 200,000

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P1, P2, P3, M1, M2, M3 ≥ 0

(b) Solution of the linear program using Excel Solver can be seen in the first attached image below.

Formula: H2 =SUMPRODUCT(B2:G2,$B$11:$G$11)   copy to H2:H9

Optimal Solution:

Decision Variable              Value

P1                                     40000

P2                                     100000

P3                                     50000

M1                                     160000

M2                                     0

M3                                     100000

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Sensitivity report can be seen in the second attached image below.

Referring to above sensitivity analysis,

(c) Allowable decrease in objective coefficient of P1 is 0.04 therefore production and/or shipping cost per unit has to decrease by $ 0.04 to produce additional units of PT-100 in Philippines plant.

(d) Allowable decrease in objective coefficient of M2 is 0.05 therefore production and/or shipping cost per unit have to be decreased by $ 0.05 to produce additional units of PT-200 in Mexico plant.

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