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jeyben [28]
3 years ago
15

Kimona Company hired you as a consultant to help estimate its cost of common equity. You have obtained the following data: D0 =

$0.85; P0 = $20.00; and g = 5.00% (constant). The CEO thinks, however, that the stock price is temporarily depressed, and that it will soon rise to $40.00. Based on the DCF approach, by how much would the cost of common equity from retained earnings change if the stock price changes as the CEO expects?
Business
1 answer:
nlexa [21]3 years ago
4 0

Answer:

-2.23%

Explanation:

The formula to compute the cost of common equity under the DCF method is shown below:

= Current year dividend ÷ price + Growth rate

In first case,

The current dividend would be

= $0.85 + $0.85 × 5%

= $0.85 + $0.0425

= $0.8925

The other things would remain the same

So, the cost of common equity would be

= $0.8925 ÷ $20 + 5%

= 0.044625 + 0.05

= 9.46%

In second case,

The price would be $40

The other things would remain the same

So, the cost of common equity would be

= $0.8925 ÷ $40 + 5%

= 0.0223125 + 0.05

= 7.23%

The difference would be

= 7.23% - 9.46%

= -2.23%

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Answer:

$5.73(Approx).

Explanation:

Given:

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Growth rate = 25% = 0.25

Number of year = 4

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Required rate of return = 15% = 0.15

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Price of stock after year 4 = [0.78125 × (1+0.03)] / [0.15 - 0.03]  

Price of stock after year 4 = [0.8046875] / [0.12]  

Price of stock after year 4 = $6.70572917

Present value = Future value / (1+r)^n

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 Present value = $6.70572917 / (1.16985856)

$5.73(Approx).

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The solution for the problem follows:

 

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