Answer:
The rate of return on the investment is 10.79% per year
Explanation:
The rate of return on the bond can be calculated using the future value formula, which is given as :
FV=PV*(1+r)^N
FV future value is the value of investment at redemption at $25000
PV is the current price of the bond now at $4,850
r is the rate of return on the bond which is unknown
N is th number of years the bond matures which is 16 years
25000=4,850*(1+r)^16
divide both sides by 4850
(25000/4850)=(1+r)^16
divide the exponential on both sides by 16
(25000/4850)^1/16=1+r
1.107930178
=1+r
r=1.107930178
-1
r=0.10793
r=10.79%
Answer
The answer and procedures of the exercise are attached in the images below.
Explanation
Please consider the data provided by the exercise. If you have any question please write me back. All the exercises are solved in a 2 sheets with the formulas indications.
Answer:
$25
Explanation:
We can calculate intrinsic value by intrinsic formula
Formula : intrinsic Value = (purchased price- current price) x 100
intrinsic Value = (45-44.75) x 100
intrinsic Value = $25
Answer:
The answer is Option C
Explanation:
Any event that would either decrease the demand for loanable funds or increase the supply of loanable funds will decrease the equilibrium interest rates. Supply of loanable funds is affect by the amount of national savings. National savings in turn, is the sum of private savings, public saving and net capital inflow.
In option C, capital inflows are increasing. This means that there would be an excess supply of money in the economy which can be converted into loanable funds. This would, therefore, push the supply curve to the right thereby reducing the real interest rate equilibrium.
