Answer:
a. The best estimate of the company’s cost of equity capital using the arithmetic average growth rate in dividends is 10.91%
a. The best estimate of the company’s cost of equity capital using the geometric average growth rate is 10.88%
Explanation:
a.
Time Dividend per share ($) Growth
-4 1.80
-3 1.98 10.00%
-2 2.05 3.54%
-1 2.16 5.37%
0 2.24 3.70%
Average 5.65%
D0 = $ 2.24 / share
g = 5.65%
D1 = D0 x (1 + g)
= 2.24 x (1 + 5.65%)
= $ 2.37
Current share price = P = $ 45 = D1 / (Ke - g)
The cost of equity = D1 / P + g
= 2.37 / 45 + 5.65%
= 10.91%
Therefore, The best estimate of the company’s cost of equity capital using the arithmetic average growth rate in dividends is 10.91%
a. What if you use the geometric average growth rate?
A DPS of $ 1.80 / share 4 years back has given way to a DPS of $ 2.24 today.
CAGR, g = (2.24 / 1.80)1/4 - 1
= 5.62%
D1 = 2.24 x (1 + g)
= 2.24 x (1 + 5,62%)
= $ 2.37
cost of equity = D1 / P + g
= 2.37 / 45 + 5.62%
= 10.88%
Therefore, The best estimate of the company’s cost of equity capital using the geometric average growth rate is 10.88%
Answer:
. $11.98
Explanation:
D1 = D0(1+g)
D0 = Last dividend
r = Required rate of retrun
g = Growth rate
Stock price formula = D1/(r-g)
Stock price = D0(1+g)/(r-g)
Stock price = 1*(1+0.054) / (0.142-0.054)
Stock price = 1.054 / 0.088
Stock price = 11.97727273
Stock price = $11.98
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Learn more about the responsibility for cost-sharing here: brainly.com/question/14868859
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50) B - Per Capita Income
