Answer:
$75
Explanation:
As per the data given in the question,
Ke = risk free rate of return + beta×(market portfolio - risk free rate of return)
= 8% + 0.60 × (18% - 8%)
= 8% + 6%
= 14%
= 0.14
Now using the constant-growth DDM model :
Intrinsic value of the stock = Dividend ÷ (Ke - expected growing rate)
= $3 ÷ (0.14-0.10)
= $75
Hence, Intrinsic value of the stock is $75.
<span>To calculate for the amount that the Ortega company should sell their computer hard drives, we have to sum up or add up the market price and the profit they want. The total is equivalent to $72. Although selling at this price will guarantee them the desirable profit per piece, it is to be noted that the market is in tight competition so they may opt to lower down the price. </span>
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Answer:
Explanation:
What is given:
The price of a new fabricating machine - 60
The price of a one-year-old machine - 51
The real interest rate is 10% per year
Marginal product of fabricating machines 165-2K (K - desired number machines)
If calculate the depreciation, (60-51)/51 = 15%
a) Find user cost of capital
User cost of capital is the sum of interest rate and depreciation cost multiplied by the price of new machine
= 60*(0.10+0.15) = 15 units
b) Determine the number of machines that will allow Missing Link to maximize its profit
165-2K=15
2K = 150
K = 75 machines
c)
Suppose that Missing Link must pay a tax equal to 40% of its gross revenue. What is the optimal number of machines for the company?
165-2K = 15/(1-0.4)
165-2K=14/0.6
165-2K=25
2K=140
K=70 macines
Answer: A.The cumulative customerminus−level operating income of the top eight customers represents about 105.1105.1% of operating income
Explanation:
The Cumulative total of the first 8 customers is,
= 5,563 + 4,474 + 3,851 + 1,049.5 + 984.80 + 844.80 + 336.60 + 252.00
= $17,355.70
The Cumulative total of the Operating Income is,
= 5,563 + 4,474 + 3,851 + 1,049.5 + 984.80 + 844.80 + 336.60 + 252.00 - 168 - 676
= $16,511.70
Dividing both figures gives,
= 17,355.70 / 16,511.70 * 100
= 1.0511051 * 100
= 105.1105.1%
Option A is therefore correct.