A free trade agreement or treaty is a multinational agreement according to international law to form a free-trade area between the cooperating states
Answer:
the $$$ of the different thing will play a big part
Answer:
A) an increase; reduce
Explanation:
All else the same ,if a bank liabilities are more sensitive to interest rate fluctuations than are its assets, then an increase in interest rates will reduce bank profits.
A bank is said to be sensitive towards to interest rates means that the bank revalue its liabilities on the basis of the change in the interest rates. Thus if the interest rates increases it means the liabilities of the bank has increased on which the bank is liable to pay higher interest which will automatically reduce the bank profits as the interest payable by the bank is an expense for the bank.
Answer:
a) $337,615.38
b-1) $360,910.85
b-2) $415,266.92
c-1) $362,637.36
c-2) $438,461.54
Explanation:
a) To find the current value of the company, we have:
=
= $337,615.38
b-1) If the company takes on debt equal to 30 percent of its unlevered value.
337,615.38 + (0.23 * 337,615.38 * 0.30)
= $360,910.85
b-2) When the company can borrow at 10 percent. The value of the firm if the company takes on debt equal to 100 percent of its unlevered value will be:
337,615.38 + (0.23 * 337,615.38 * 1)
= $415,266.92
c-1) The value of the firm if the company takes on debt equal to 30 percent of its levered value:
= $362,637.36
c-2) The value of the firm if the company takes on debt equal to 100 percent of its levered value:
= $438,461.54
The annualized holding period return for this investment is 13.17%.
<h3>Define annualized total return.</h3>
The fund's annual return is calculated using the annualized total return to show the rate of return required to generate a cumulative return. A holding period is the duration of time an investor keeps an investment in their portfolio or the interval between buying and selling a security.
The geometric average of yearly returns for each year during the investment period is known as the annualized return. When comparing two investments with different time periods or examining an investment's performance over time, the annualized return can be helpful.
Annualized Return =(Future value + Present value) ^ (1 / N) - 1
= [10,000/9,400]^12/6 - 1
= (1.0638298)²-1
= 1.1317 - 1
= 13.17%
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