I believe its B) the fourth and fifth
Answer:
The balance in the Sinking Fund immediately after repayment of the loan will be $2,133.19
Explanation:
Hi, John will pay the loan by paying the yearly interest and the rest is going to go to the sinking fund, so, if he has $1,627.45 and the annual interest of the loan are $1,000, he will be depositing $627.45 into the sinking fund for ten years. Therefore, the future value of the annual deposits of the sinking can be found by using the following formula.

Where:
A = equal annual savings into the sinking fund (that is $627.45)
r = effective rate of the sinking fund (14%)
n = 10 years
Everything should look like this.


Now, this is the balance after 10 years, but remember that John has to pay the loan, which is $10,000 (not $11,000 because John pays the interest of the loan and then deposits the balance into the sinking fund). Therefore, the balance after repaying the loan is $12,133.19 - $10,000 = $2,133.19.
Best of luck.
December because it's between the months of October and February
Answer:
$39.40
Explanation:
According to the situation, the solution is as follows
The Net asset value of the fund is
= (Current worth of portfolio - liabilities) ÷ (outstanding shares)
= ($200 million - $3 million) ÷ (5 million shares)
= $39.40
Basically we applied the above formula in order to determine the net asset value of the fund.