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skelet666 [1.2K]
3 years ago
15

Brown Industries has a debt-equity ratio of 1.5. Its WACC is 9.6 percent, and its cost of

Business
1 answer:
Nesterboy [21]3 years ago
8 0

Answer:

A .Unlevered cost of equity = 9.6

b-1 Levered cost of equity = 28.69

b-2 Levered cost of equity = 14.37

b-3 Levered cost of equity = 9.6

Explanation:

A. First step is to calculate the E/A

D/A = D/(E+D)

D/A = 1.5/(1+1.5)

D/A=0.6

E/A = 1-D/A

E/A=1-0.6

E/A=0.4

Second Step is to calculate WACC using this formula

WACC = Levered cost of equity*E/A+Cost of debt*(1-tax rate)*D/A

Let plug in the formula

0.096= Levered cost of equity*=0.4+0.057*(1-0)*=0.6

Levered cost of equity =15.45%

Third step is to calculate UnLevered cost of equity using this formula

Levered cost of equity = Unlevered cost of equity+D/E*( Unlevered cost of equity-cost of debt)*(1-tax rate)

Let plug in the formula

0.1545 = Unlevered cost of equity+1.5*(Unlevered cost of equity-0.057)*(1-0)

Unlevered cost of equity = 9.6

b-1. Calculation for What would the cost of equity be if the debt-equity ratio were 2.0

Using this formula

Levered cost of equity = Unlevered cost of equity+D/E*( Unlevered cost of equity-cost of debt)*(1-tax rate)

Let plug in the formula

Levered cost of equity = 9.6+2*(9.6-0.057)*(1-0)

Levered cost of equity = 28.69

b-2. Calculation for What would the cost of equity be if the debt-equity ratio were 0.5

Using this formula

Levered cost of equity = Unlevered cost of equity+D/E*( Unlevered cost of equity-cost of debt)*(1-tax rate)

Let plug in the formula

Levered cost of equity = 9.6+0.5*(9.6-0.057)*(1-0)

Levered cost of equity = 14.37

b-3. Calculation for What would the cost of equity be if the debt-equity ratio were zero

Using this formula

Levered cost of equity = Unlevered cost of equity+D/E*( Unlevered cost of equity-cost of debt)*(1-tax rate)

Let plug in the formula

Levered cost of equity = 9.6+0*(9.6-0.057)*(1-0)

Levered cost of equity = 9.6

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Sidney took a $150 cash advance by using checks linked to her credit card account. The bank charges a 2 percent cash advance fee
strojnjashka [21]

Answer:

A.) 3%; B.) 2% ; C) $155; D) $150

9) $78 ; $1278

10) a) $5940; b) $19440; c) $279; D) 21.64%

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Amount = $150

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B.) Interest for one month at APR of 18%

Interest = principal × time × rate

$150 × (1÷12) × 0.16 = $2.00

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$(150 + 3 + 2) = $155

D.) $150

9.)

Interest = principal × rate × time

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Rate (r) = 0.13

Principal = $1200

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Total amount = 0 + $1200 + $78 = $1,278

10.)

Price = $13,500

Down payment = $2700

Loan required = $10,800

Add-on rate = 11% = 0.11

Period = 5 years

A.) Interest = $10,800 × 0.11 × 5 = $5,940

B.) Total cost = Down payment + Principal borrowed + interest paid

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C.) Monthly Payment = (Principal Borrowed + Total interest) / Total number of payments

Monthly Payment = ($10800+ $5940) / (12×5)

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D.) Annual percentage rate (APR)

APR= (2 × n × I) / [P × (N + 1)]

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APR = 0.21639

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7 0
2 years ago
The following information is provided for Sacks Company. Cash $ 12,000 Supplies 4,500 Prepaid rent 2,000 Salaries expense 4,500
MakcuM [25]

Answer:

The amount of total liabilities is $5,000

Explanation:

In this question, we apply the accounting equation which is shown below:

Total assets = Total liabilities + owner's equity

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Owner's equity = common stock + ending retained earning balance

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Ending retained earning balance = Beginning retained earning balance + net income - dividend paid

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= $30,000 - $20,000 - $4,500

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So, the ending retained earning balance would equal to

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= $10,500

And, the owner equity = $68,000 + $10,500 = $78,500

So, the total liabilities would be

= $83,500 - $78,500

= $5,000

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