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slamgirl [31]
3 years ago
6

The cost of debt capital The cost of debt that is relevant when companies are evaluating new investment projects is the marginal

cost of the new debt that is to be raised to finance the new project. rate. It usually differs from the average cost of the required return (or cost) of newly-issued debt is often referred to as the financial capital raised by a firm in the past. Consider the case of Purple Lemon Shipbuilders: Purple Lemon Shipbuilders is considering issuing a new twenty-five-year debt issue that would pay an annual coupon payment of $75. Each bond in the issue would carry a $1,000 par value and would be expected to be sold for a market price equal to its par value. Purple Lemon's CFO has pointed out that the firm will incur a flotation cost of 2% when initially issuing the bond issue. Remember, these flotation costs will be 30%. from the proceeds, the firm will receive after issuing its new bonds. The firm's marginal federal-plus-state tax rate is To see the effect of flotation costs on Purple Lemon's after-tax cost of debt, calculate the before-tax and after-tax costs of the firm's debt issue with and without its flotation costs, and insert the correct costs into the boxes. (Note: Round your answer to two decimal places.) The before-tax cost of debt without flotation cost: After-tax cost of debt without flotation cost: Before-tax cost of debt with flotation cost: After-tax cost of debt with flotation cost:
Business
1 answer:
jenyasd209 [6]3 years ago
4 0

Answer:

Since the market value equals face value,coupon rate =yield is 75/1000=7.5%

That is 7.5% is before tax cost of floating the bonds

At tax rate of 30%,after tax cost of floating bond =7.5%*(1-30%)=5.25%

However,with a flotation cost of 2%,the before tax cost of flotation is calculated  using below formula found in the explanation section.

((75+(1000-980)/25)/(980+1000)*2)=7.66%

Since tax rate remains 30%,the after tax cost  of floating the bond with floating cost of 2% is: 7.66%*(1-30%)=5.36%  

Explanation:

(Interest payment+((Par value-Net Proceds Value)/number of yr)/(Net Proceds+Par value)/2  

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If Dirk’s Doughnuts is a perfectly competitive firm and is currently incurring economic losses of $500: a. firms will enter the
GenaCL600 [577]

Answer:

The correct answer is option e.

Explanation:

In a perfectly competitive market, there are no limitations on the entry and exit of firms. If the existing firms have positive economic profits, this attracts other potential firms to join the market. In case of losses the firms incurring losses exit the market.  

If Dirk’s Doughnuts is operating in a perfectly competitive market and is incurring economic losses, firms having losses will exit the market.  

This will cause the market supply to decrease. As the supply curve shifts to the left, the price of the product will increase. This will cause profits to increase. The firms will operate at zero economic profits.  

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The sector that collect tax monies for provision of infrastructure
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C) Government..........

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ivanzaharov [21]

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The correct answer is B. integrated marketing communication

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Read 2 more answers
Computing and analyzing acid-test and current ratios
uysha [10]

Answer:

Current ratio- 2.03  2.33  1.73 and Acid-test ratio- 0.98  0.43  0.60              

Explanation:

Attach is the table of given cases

Acid test ratio= \frac{cash+Short\ term\ investments+ Current\ receivables }{Current\ liabilities}

Now, solving for acid test ratio.

<u>Case x</u>

⇒ Acid test ratio= \frac{1800+0+150}{2000}

⇒ Acid test ratio= \frac{1950}{2000}

∴ Acid test ratio= 0.975 \approx 0.98

<u>Case y</u>

⇒ Acid test ratio= \frac{120+0+400}{1210}

⇒ Acid test ratio= \frac{520}{1210}

∴ Acid test ratio= 0.429 \approx 0.43<u></u>

<u>Case Z</u>

⇒ Acid test ratio= \frac{1000+400+400}{3000}

⇒ Acid test ratio= \frac{1800}{3000}

∴ Acid test ratio= 0.60

Next solving for current ratio.

We know, current ratio= \frac{Current\ assets}{Current\ liability}

<u>Case x</u>

⇒ current ratio= \frac{4050}{2000}

∴ current ratio= 2.025 \approx 2.03

<u>Case y</u>

⇒ current ratio= \frac{2820}{1210}

∴ current ratio= 2.33

<u>Case Z</u>

⇒ current ratio= \frac{5200}{3000}

∴ current ratio= 1.73

Hence, Current ratio- 2.03  2.33  1.73 and Acid-test ratio- 0.98  0.43  0.60              

7 0
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Lesechka [4]

Answer:

Excellent

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