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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Answer:
B. at the intersection of supply and demand
Explanation:
Equilibrium is a market condition where there no excess or shortage in demand and supply. It is when the quantity demanded matches the quantity supplied. At equilibrium, buyers and sellers are happy with the prevailing prices.
In a graph showing the demand and supply curve, the equilibrium point is the intersection of the supply and demand curve.
Answer:
c. $18, 750
Explanation:
The computation of the amount of interest expense i.e. accrued is shown below:
= Issued amount × yield on the bonds × given months ÷ total number of months in a year
= $562,500 × 10% × 4 months ÷ 12 months
= $18,750
The 4 months is calculated from July 1 to October 31
Hence, the correct option is c. $18,750
