Answer: Start = $300 million
End = $318.59 million
Explanation:
NAV can be calculated by dividing the funds Assets net of Liabilities by the total number of outstanding shares.
At start of the year NAV is $300 million and NAV per share is therefore,
= 300 million/ 10 million
= $30 per share.
Ending NAV
During the year the fund made Investments and increased by a price of 7%
= 300 million (1 + 0.07)
= $321 million
We still have to subtract the 12b-1 fees that the fund charges though and that would result in,
= 321 million * (1 - 0.0075)
= 318.5925
= $318.59 million.
Dividing this by the total number of outstanding shares we have,
= 318.59 /10
= $31.86
$31.86 is the NAV per share at year end.
Answer: A - nominal wages are slow to adjust to changing economic conditions
Explanation:
In the short run, the costs of many of the factors used in the production process are fixed. For example labours wage is fixed for a number of years because of labour contracts. Also the raw materials used in the production process have long term agreements that fix their prices.
As a result of factors of production been fixed in the short run, when general price level rises and the cost of production remains constant, profit also rises.
Firms take advantage of this rise in price and increase production and the quantity of aggregate supply increases. This is why the short run aggregate supply curve is upward sloping.
I think it's B, to prevent unfair or deceptive business practices. I'm might be wrong though, so you may wanna just check with someone else. Hope this helps
Answer:
77.48 units
Explanation:
Data provided in the questions
Annual demand = 395 units
Ordering cost = $38
Holding cost per unit per year = $5
The computation of the economic order quantity is shown below:


= 77.48 units
hence, the economic order quantity is 77.48 units
We simply applied the above formula so that approximate units could come. And it always expressed in units
Answer:
$530,672
Explanation:
Base on the scenario been described in the question, we can use the following method to compute the avoidable interest on this project
Use the attached file below to find the solution to given problem .