Answer:
$34.35
The price has fallen from $50.07 to $34.35 which means that Expansion will not be a good option.
Explanation:
Computation for the share price to expect after the announcement
Using this formula
Ke = [ D1 / P0 ] +g
Where,
D1 =$4.01
P0 = $50.07
g =3.4%
Let plug in the formula
Ke = [ D1 / P0 ] +g
Ke= [ $4.01 / $50.07] + 0.034
Ke= 0.0800+ 0.034
Ke= 0.1140
Second step is to find the Price after Expansion using this formula
P0 = D1 / [ Ke - g ]
Where,
D1=$2.57
Ke=0.1140
g=4.7%
Let plug in the formula
P0= $ 2.57 / [ 0.1140 - 0.047 ]
P0=$2.57/0.067
P0=$ 34.35
Based on this calculation, we can see that the price has fallen from $50.07 to $34.35 which means that Expansion will not be a good option.
Therefore the share price that you would expect after the announcement will be $34.35
Answer:
a. will have access to experts who can decide international trade disputes.
Explanation:
Answer:
Annual depreciation=$188,000
Explanation:
Giving the following information:
Purchasing price= $1,000,000
Salvage value= $60,000
Useful life= 5 years
To calculate the depreciation expense under the straight-line method, we need to use the following formula:
Annual depreciation= (original cost - salvage value)/estimated life (years)
Annual depreciation= (1,000,000 - 60,000)/5
Annual depreciation=$188,000
Answer:
<u>A. The illiquidity of the investment</u>
<u>Explanation:</u>
This rightly could be considered as the MOST important item to disclose to a customer who invests in a fund of hedge funds. Let's imagine a customer who invests in a hedge fund and a few days later feels he could take back out from his investment, only to learn about the illiquid nature of hedge fund investment.
For clarity, to say that<em> hedge funds are illiquid means that they require all investors to keep their money in the fund for at least one year, </em>often called the lock-up period. With certain limitations on withdrawals.
Answer:
The question does not include any requirements, so I looked for similar questions:
- Use the least squares method to develop the estimated regression equation.
-
For every additional car placed in service, estimate how much annual revenue will change.
1) Y = -14.95 + 12.82X
2) for every 1 thousand cars put into service, revenue should increase by $12.82 million.
See attached PDF for calculations
