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:
The correct answer is option D.
Explanation:
An increase in the cost of fishing will lead to a decrease in the supply of fishes. This happens because the suppliers will be able to supply less at the same cost.
So the supply curve will move to the left. This leftward shift in the supply curve will cause the equilibrium price to increase and the equilibrium quantity to decrease.
All the other options would have caused the equilibrium quantity to increase either through increased demand or increased supply.
Answer:
b.$296,500.
Explanation:
Calculation to determine what Greene should report as unamortized bond discount
First step is to calculate the discount amount
Discount Amount= ($5,000,000 × .09) - ($4,685,000 × .10)
Discount Amount= $18,500
Now let determine the unamortized bond discount
Unamortized bond discount=$315,000 - $18,500 Unamortized bond discount= $296,500
Therefore Greene should report unamortized bond discount of $296,500
Answer:
The marginal revenue = $2
Explanation:
Firstly we calculate the value in dollars for the number of boxes sold
For 100 boxes, we have 100 * 2 = $200
For 200 boxes, we have 200 * 2 = $400
Mathematically, the marginal revenue = (cost of 200 boxes- cost of 100 boxes)/difference in quantity
= (400-200)/(200-100) = 200/100 = $2
Thus affirms the fact that for a perfectly competitive firm, marginal revenue MR = P (price)
Answer: 15
Explanation:
For profit to be maximized by a monopolist, the marginal revenue and marginal cost must be gotten.
P= 105-3Q
MC= 15
Since total revenue is price × quantity, TR= P×Q = (105-3Q)Q
= 105Q-3Q^2
MR= 105-6Q
Since we've gotten marginal revenue and marginal cost, we equate both together.
MR=MC
105-6Q = 15
6Q = 105-15
6Q=90
Divide both side by 6
6Q/6 = 90/6
Q= 15
The quantity that will maximise profit is 15
