Answer:
The answer is: A) 0.6
Explanation:
First we will calculate the midpoint for units:
- change in units = 40 - 60 = -20
- average units = (40 + 60) / 2 = 50
- midpoint for units = 20 / 50 = 0.4 (we only use positive numbers)
Now we will calculate the midpoint for price:
- change in price = 40 - 20 = 20
- average price = (40 + 20) / 2 = 30
- midpoint for units = 20 / 30 = 0.67
Finally we divide 0.4 / 0.67 = 0.6
Answer:
Kohl's Average total Assets were $1,000,000
Explanation:
1.
Asset Turnover = Net Sales / Average fixed Assets
Net Sales = Asset Turnover x Average fixed Assets
2.
Account Receivable Turnover = Net Sales / Average Account receivable
Net Sales = Account Receivable Turnover x Average Account receivable
According to given condition
Asset Turnover x Average fixed Assets = Account Receivable Turnover x Average Account receivable
2 X Average fixed Assets = 10 X $200,000
Average fixed Assets = $2000,000 / 2
Average fixed Assets = $1,000,000
Answer
Obedience
Explanation:
Obedience is a behavior that is aware and aware of principles and laws. Guardians, instructors, and cops all acknowledge acquiescence. Individuals show obedience when they adhere to the law,
In the given question it is given that agent act in good faith and obey the principles direction this is a obedience fiduciary act because in this can everyone have to be obey to the principles.
Answer:
B. A has more microstates than B.
Explanation:
Since on going from state A to state B the entropy is decreasing, that is the freedom of movement and the number of ways of arrangement is decreasing and thereby the number of microstates also decreases.
Therefore, A has more microstates than B.
Answer:
The maximum that one should be willing to pay for this stock today is $21.38
Explanation:
The constant dividend paying company is the one whose dividend growth remains zero or unchanged. The zero growth model of the DDM is used to calculate the price or value of stock today of such a stock. This kind of stock is just like a perpetuity as it pays a fixed amount after fixed intervals of time forever.
The formula for price of such a stock or zero growth model is:
Price = Dividend / r
Price = 3.1 / 0.145
Price = $21.379 rounded off to $21.38