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What is the present value of a perpetual flow of constant payments of 1 550 currency units, for an individual investor, if the average perpetual expected interest rate is assumed 4.5%?
a. 34 343.43
b. 34 444.44
c. 43 444.44
d. 43 434.34
e. 43 333.33
An investor evaluates the present value of a perpetual flow of constant payments of 1 550 currency units at 35 000 currency units. Which is the average perpetual expected interest rate, considered in this valuation?:
a. 3.44%
b. 4.43%
c. 4.34%
d. 3.34%
e. 3.77%
gross national product birr 5000, indirect taxes birr 580, net domestic product birr 5900, net national product birr 4250 the a) calculate gross domestic product b) net national income at factor cost c) calculate net factor income
A deposit of 400 € will be worth 750 € in 5 years time. The yearly inflation rate is estimated at 1%. The compounded annual interest rate is: " with steps"
a.12.8%
b.18.3%
c.11.6%
d.13.4%
e.15.2%
A mutual fund might produce 5% return, with 40% probability, and 4% return, with 60% probability. Thus the standard deviation of this asset is: " with steps"
a.1.67%
b.0.49%
c.0.34%
d.0.65%
e.0.23%
A deposit of 1 000 $ works with an interest rate of 3%. The deposit's amount, in 2 years time, will be 1 061 $. The total interest earned from this financial placement and the interest earned after one year, are: " with steps"
a.20 $ and 61 $
b. 31 $ and 60 $
c. 61 $ and 30 $
d. 50 $ and 20 $
e. 30 $ and 60 $
One of the following statements is true:
a. the NPVinvest is a sum of future values
b. a rational investor seeks a higher risk to return ratio from all investment alternatives
c. the lowest risk on the financial market is characteristic to state bonds
d. deposits are usually inflated by the central bank
e. normal probability distribution is common on the US stock exchange
A deposit of 1 000 $ works with an interest rate of 3%. The deposit's amount, in 2 years time, will be 1 061 $. The total interest earned from this financial placement and the interest earned after one year, are: " with steps"
a.61 $ and 30 $
b.31 $ and 60 $
c.20 $ and 61 $
d.50 $ and 20 $
e.30 $ and 60 $
Find the most general antiderivatives f(x)= -8(e^x)-6(sec^3)(x), where -pi/2 <x< pi/2
A mutual fund might produce 5% return, with 40% probability, and 4% return, with 60% probability. Thus the standard deviation of this asset is: " with steps "
a. 0.23%
b. 1.67%
C. 0.65%
d. 0.49%
e. 0.34%
#339914 on Dec 2023