Answer:
MIRR = 4.32%
Explanation:
year cash flow
0 -$795,000
1 $375,000
2 -$500,000
3 $600,000
4 $400,000
Since there are 2 cash outflows, the IRR calculation would result in two different answers (1 for every cash outflow), that is why we use the MIRR function in excel.
=MIRR (cash flows, finance rate, reinvestment rate)
=MIRR (-795000 to 400000, 5.5%, 5.5%)
Since we are only given one interest rate, we will use it as our finance rate and our reinvestment rate.
MIRR = 4.32%
Dec 31 Management Services ....................................$1875
To Prepaid Expenses.....................................................$1875
(Being prepaid expenses recognised for the year)
Answer:
$46.31
Explanation:
Calculation to determine the current share price
Using this formula
Current share price=6.5*Present value of annuity factor(9.1%,12)
Present value of annuity=Annuity*[1-(1+interest rate)^-time period]/rate
Let plug in the formula
Current share price=6.5*[1-(1+0.091)^-12]/0.091
Current share price=6.5*[1-(1.091)^-12]/0.091
Current share price=6.5*7.124793
Current share price=$46.31
Therefore the current share price will be $46.31
Answer:
The annual rate of return of the invesment will be -14,97%
Explanation:
The initial investment is 45.000 and after 5 years the value of the investment is only 20.000. Here we can see a destruction of value (20.000 < 45.000). In finance, the time takes an essential part in calculation, so through the interest rate we calculated how bad was the investment in annual terms. The formula is as follows: Final investment value=(Initial investment*(1+interest rate)^(total years)) in our case would be: 20.000=(45.000*(1+interest rate)^(5)) From this formula we got -14,97%
Answer: Option (B) is correct.
Explanation:
The nominal GDP is equal to the real GDP in the base year, that's why GDP deflator in the base year is equal to 100.
GDP deflator is calculated as the nominal GDP divided by the real GDP multiply by 100. It is shown as:
GDP deflator =
GDP deflator would be used as the conversion factor that transformed the real GDP into nominal GDP.