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lyudmila [28]
3 years ago
8

You were asked to estimate the cost of capital for XYZ Inc. The firm is expected to have a target capital structure of 30% debt,

20% preferred, and 50% common equity. The after-tax cost of debt is 4.50%, the cost of preferred stock is 6.00%, and the cost of retained earnings is 11.50%. The firm does not plan to issue any new stock. What is its WACC
Business
1 answer:
kap26 [50]3 years ago
3 0

Answer:

8.30%

Explanation:

The weighted average cost of capital of the company is  computed using the WACC formula below:

WACC=(We*Ke)+(Wp*Kp)+(Wd*kd)

We=weight of common equity=50%

Ke=cost of retained earnings which is a proxy for the cost of equity=11.50%

Wp=weight of preferred stock=20%

Kp=cost of preferred stock=6.00%

Wd=weight of debt=30%

Kd=after-tax cost of debt=4.50%

WACC=(50%*11.50%)+(20%*6.00%)+(30%*4.50%)

WACC=8.30%

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Assume the economy is operating at full employment. If the economy enters a sudden economic expansion, the quantity of money ava
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3 years ago
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The higher the degree of financial leverage employed by a firm is, the: A. Higher is the number of outstanding shares of stock.
horsena [70]

Answer:

Option B,

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The use of financial leverage varies greatly by industry and by the business sector. There are many industry sectors in which companies operate with a high degree of financial leverage (examples are retail stores, grocery store, banking institutions, airlines...). Unfortunately, the excessive use of financial leverage by many companies in this sector has played a major role in forcing a lot of them to file for bankruptcy.

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3 0
3 years ago
A house is for sale for $250,000. You have a choice of two 20-year mortgage loans with monthly payments: (1) if you make a down
Alex73 [517]

Answer:

The effective annual rate of interest on the additional $25,000 borrowed on the first loan is 12.95%

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1.

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the loan amount = $250,000 - $50,000

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period = 20*12

           = 240 months

rate = 5%/12

       = 0.4167% per month

monthly payment = $1,319.91

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2.

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rate = 6%/12

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difference between the payments in 1 and in 2 = 1611.97 - 1319.91

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the effective annual rate = [(292.06/25000)*12]*100

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