Answer:
It will bring about a decrease in aggregate supply which is caused by the increase in input prices and it is represented by a shift to the left of the SAS curve because the SAS curve is drawn under the belief that input prices remain constant.
Answer:
Yes.
Explanation:
The company currently has HR units, fiscal units, and purchasing units at each plant. This can be costly for the company since all these units incur cost and have to be paid for separately.
By centralizing the operations, that is, bringing these functions together in one location, Corey will need fewer employees. Hence, he shall be able to save costs by having to pay lower salaries. Moreover, there shall be greater consistency as work across various plants shall not be done by the same employees.
Although the costs of travel shall increase for the company, the cost savings in the form of lower salaries should definitely outweigh this increase.
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:
The maximum amount that should be paid today is $11.29
Explanation:
The constant growth model of the DDM approach can be used to calculate the price or fair value per share today based on the expected dividends that the stock will pay. As the dividends are declining n this case, the dividend growth will be negative i.e. -1.5%
The formula for the price of share today is,
P0 or V = D1 / r - g
Thus,
P0 = 1.75 / (0.14 + 0.015)
P0 = $11.29
