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nekit [7.7K]
3 years ago
7

Duffert Industries has total assets of $940,000 and total current liabilities (consisting only of accounts payable and accruals)

of $130,000. Duffert finances using only long-term debt and common equity. The interest rate on its debt is 8% and its tax rate is 40%. The firm's basic earning power ratio is 14% and its debt-to capital rate is 40%. What are Duffert's ROE and ROIC?
Business
1 answer:
Studentka2010 [4]3 years ago
5 0

Answer:

ROE = 13.04%

ROIC = 7.83%

Explanation:

Data provided in the question:

Total assets = $940,000

Total current liabilities = $130,000

Interest rate on its debt = 8%

Tax rate = 40%

The firm's basic earning power ratio = 14%

Debt-to capital rate = 40% = 0.40

Now,

Basis earning power = EBIT ÷ Total Assets

or

EBIT = Basis earning power × Total assets

= 14% × $940,000

= $131,600

Total Assets  = Total Debt + Total Equity + Total Current Liabilities

$940,000 = Total Debt + Total equity + $130,000

Debt + Equity  = $940,000 - $130,000

= $810,000

Debt to capital ratio = Debt ÷ [ Debt + Equity ]

0.40 = Debt ÷ $810,000

or

Total Debt = $324,000

Thus,

Debt + Equity  = $810,000

or

$324,000 + Equity = $810,000

or

Equity = $810,000 - $324,000

= $486,000

Interest = 8% of Debt

= 0.08 × $324,000

= $25,920

Taxes = 40% of [ EBIT - Interest ]

= 0.40 × ($131,600 - $25,920 )

= $42,272

Therefore,

ROE = [ EBIT - interest - Taxes ] ÷  Equity

= [$131,600 - $25,920 - $42,272 ] ÷ $486,000

= 0.1304

= 13.04%

ROIC = [ EBIT - interest - Taxes ] ÷ Total capital

= [$131,600 - $25,920 - $42,272 ] ÷ [Debt + Equity]

= [$131,600 - $25,920 - $42,272 ] ÷ $810,000

= 0.0783 = 7.83%

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Answer:

The payback period for this project is 2.43 years.

Explanation:

Elmer Sporting Goods is getting ready to produce a new line of golf clubs by investing $1.85 million.

The investment will result in additional cash flows of $525,000, $812,500, and 1,200,000 over the next three years.

The payback period is the time it takes to cover the investment to be covered by returns.

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6 0
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Answer:

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