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Savatey [412]
3 years ago
9

The Extreme Reaches Corp. last paid a $1.50 per share annual dividend. The company is planning on paying $3.00, $5.00, $7.50, an

d $10.00 a share over the next four years, respectively. After that the dividend will be a constant $2.50 per share per year forever. What is the market price of this stock if the market rate of return is 15 percent
Business
1 answer:
Dimas [21]3 years ago
4 0

Answer:

Market price of share = $26.57

Explanation:

According to the dividend valuation model, the value of a stock is the present value of the expected future dividends from the stock discounted at the the required rate of return.

The required  rate of return here is 15%

The dividend growth model a be applied to each of the years as appropriate.

The share price of Extreme Reaches Corp can be computed as follows:

Year                     working                  Present value of Dividend  

1                          3.00 × (1.15) ×(-1) =        2.61

2                             5× (1.15)^(-2) =           3.78

3                            7.50× (1.15^(-3) =         4.93

4                             10.0×  1.15^(-4) =         5,72

5  to infinity       <em>  (see working)     =           </em><u> 9.52</u>

Present value                                               <u>26.57</u>

Working

Present value of dividend from Year 5 to infinity

PV (in year 4) of dividend from  year 5 to infinity = 2.50× 1/(1.15)= 16.66

Present value in year 0 = PV in year 4× 1.15^(-4)

Present value in year 4 = 16.66× 1.15^(-4) = 9.52

Market price of share = $26.57

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Answer:

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Explanation:

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3 years ago
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4 years ago
The jackson family is undecided about whether or nara buy a new car of the
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The question is incomplete. The complete question is :

The Jackson family is undecided about whether or not to buy a new car. If the probability is .9 that they will buy one, and if the probability is .3 that they will buy a Ford, and if the probability is .4 that they will purchase a car getting more than 20 miles per gallon, what is the probability that they will buy either a car getting more than 20 miles per gallon or a Ford, if all Fords get more than 20 miles per gallon?

Solution :

Given that :

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Probability of buying Ford = 0.3

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Therefore, the probability of buying a car either getting more than 20 miles per gallon or ford = $P(20 \text{ miles per gallon}\ \cup \ \text{Ford})$

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$P(20 \text{ miles per gallon}\ \cup \ \text{Ford})=P(20) + P(F) - P(F)$

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Thus the probability that Jackson family is buying a car either getting more than 20 miles per gallon or ford is 0.36

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Answer: $76.92

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