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DIA [1.3K]
3 years ago
6

Assume you are the CFO of a company that has accumulated a significant amount of cash, well beyond its foreseeable needs. The co

mpany’s CEO has asked your opinion about using the cash to repurchase company shares or using the cash to distribute an extraordinary dividend to your shareholders. In a brief memo, explain to the CEO what the pros and cons of each of these are. You may assume your company is a fictitious one and assign to it whatever circumstances you like or you may assume your company is an actual existing corporation. Your memo should include at least two references to published works like books, articles, etc.
Business
1 answer:
boyakko [2]3 years ago
4 0

Answer:

I believe that the best action is to repurchase stocks.

Paying a large and unexpected dividend will yield an immediate return, but it will also decrease the stock's price. On the other hand, repurchasing stocks will result in lower outstanding stocks and the same cash flows. This will result in higher stock prices. Supposedly, upper management has the duty to increase the wealth of stockholders and that is achieved through higher stock prices.

Explanation:

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For a given company, total assets are $260,000, current liabilities are $10,000, long-term liabilities are $60,000, common stock
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3 years ago
Using the midpoints method, calculate the price elasticity of demand of Good X using the following information: When the price o
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Answer:

Explanation:

In response to the price rise from $50 to $60, the quantity demanded of product X  drops from 400 to 300 units. We know that price elasticity of demand is a measure of the responsiveness of changes in demand as a result of a price change. Thus,

% change in price = \frac{Change in price}{Average of the prices}

          = \frac{60-55}{55} = 0.1818

% Change in Quantity demanded

=\frac{Change in quantity demanded}{Average quantity demanded}

= \frac{300-400}{350}

= -0.2857

Thus,

Price elasticity of demand = \frac{percentage change in quantity demanded}{percentage change in price}

= \frac{-0.2857}{0.1818}

= -1.5715

Therefore, the price elasticity of demand = -1.5715

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3 years ago
You are a vice president in charge of personnel at a large manufacturing company. in-house detectives inform you that gates, an
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Based on the situation above, the notices shouldn’t be posted because if the sign has been posted, this will only result to giving rise to a claim of defamation by which this is an act of destroying another individual’s reputation.

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3 years ago
The Karns Oil Company is deciding whether to drill for oil on a tract of land that the company owns. The company estimates the p
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Answer:

Investing today is a better option because it has a better NPV of $2.3398 million

Explanation:

Given data :

<u>For Today's Investment </u>

Initial capital investment = $4 million

positive cash flow = $2 million

period of cash flow = 4 years

project cost of capital = 10%

To get the value of This option we have to determine the NPV of this option

NPV = PMT * [\frac{1-(1+r)^-4}{r} ] - initial cash flow   ----------- (1)

PMT = $2 million

r = 10%

initial cash flow = $4 million

Equation 1 becomes

NPV = (2 * 3.1699 ) - 4

        = $6.3398 - $4 =  $2.3398 million

<u>For later investment ( 2 years )</u>

initial capital investment = $5 million

90% chance of positive cash flow = $2.1 million

10% chance of positive cash flow = $1.1 million

project cost of capital = 10%

NPV value for a cash flow of $1.1 million

NPV = PMT * [\frac{1-(1+r)^-4}{r} ] - initial cash flow

PMT = $1.1 million

initial cash flow = $5 million

r = 10%

Hence NPV = ($1.1 * 3.1699 ) - $5 million

                    = $3.48689 - $5 million

                    = - $1.51311  

therefore the present NPV =   - $1.51311 / 1.21 =  -$1.25 million  ( therefore no investment will be made )

NPV value for a cash flow of $2.1 million

NPV = PMT * [\frac{1-(1+r)^-4}{r} ] - initial cash flow

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initial cash flow = $5 million

r = 10%

hence NPV = ($2.1 * 3.1699 ) - $5 million

                   = $6.65679 - $5

                   = $1.65679

therefore the present NPV = $ 1.65679 / 1.21 = $1.369 million

The Expected NPV value of later investment ( after 2 years )

= $0 * 10% + $1.369 * 90%

= $1.2321 million

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3 years ago
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