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Reptile [31]
2 years ago
7

discuss the costs and benefits associated with statistical versus judgmental forecasts for labor supply. under what condition mi

ght either of these technique be infeasible? under what conditions might both be feasible, but one more desirable than the other?​
Business
1 answer:
patriot [66]2 years ago
8 0

Answer:

The two methods used to forecasting labor demand and supply are: Statistical Method and Judgmental Method.

The Statistical method collects previous historic data regarding company's demand and supply for qualified employees and provides forecasting for the particular period. It is feasible when other factors remain same in the organisation. It is not feasible when the organisation changes its objectives, mission and vision etc

<u>Cost and Benefit</u>

It prevents future shortage of qualified employees

It avoids disruption over operation

The Judgmental method is when the company follow judgmental method, that is it is based on manager's experience of conducting survey to estimate employees requirements on future operation.

It is feasible for small and medium size organisation for short term forecast. It

<u>Cost and Benefit</u>

It avoids short-run shortage of employees

It avoids short-run surplus of employees.

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High flyer, inc., wishes to maintain a growth rate of 16 percent per year and a debt-equity ratio of 0.90. the profit margin is
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Answer: The dividend payout ratio is 46.19%.

We follow these steps in order to arrive at the answer:

We begin with the DuPont identity of RoE.

<u>DuPont Identity:</u>

RoE = Net Profit Margin * Asset Turnover Ratio * Equity Multiplier

Now,  

Equity Multiplier = \frac{1}{Debt Ratio}

And Debt Ratio is also expressed as:

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where D/E represents the Debt-Equity Ratio.

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Debt Ratio = \frac{0.9}{1+0.9}

Debt Ratio = \frac{0.9}{1.9}----(1)

Substituting (1) in the equity multiplier formula above we get,

Equity Multiplier = \frac{1}{\frac{0.9}{1.9}}

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Substituting Equity Multiplier from above and the relevant numbers from the question in the DuPont identity we get,

RoE = 0.048 * 1.08 * \frac{1.9}{0.9}

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The relationship between RoE and earnings growth rate g is given by the following formula:

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Plugging in the values in the formula above we get,

0.10944 = \frac{0.16}{(1-p)}

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