The returns of a capital amount to a compensation rate for depositing the money, to calculate these returns an interest rate is used by which the deposited capital is multiplied, in this case the rate is 4%.
As the money distributed is only the product of interest, then that money is the result of multiplying the capital by the interest rate, to obtain how much money Mr. Jefferson contributed, the reverse process will have to be done.
Answers
let <em>C</em> be the capital, then
:
The capital contributed by Mr. Jefferson was <em>$4,262,500</em>
Average income is important because it tells us the income of an average person and gives an idea about the rising standard of living of people.
Average income is basically income earned per person in a given area in a specific year. More income means more money to fulfill your needs and wants. It is believed that the prosperity of a country depends on it. Money is considered an important factor in the development of a country. If the average income of a country increases there are chances of an increase in the development of that country. If the average income is lower there are fewer chances of development.
A country with high average income is considered rich and low average income country is considered poor. The World Bank also uses the average income to measure the development of any country. Therefore average income is considered a very important criteria for development.
You can learn more about average income at
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I think that any bank or incorporated banking institutions involved can become members.
Answer:
The correct answer is C. 7.22 percent
Explanation:
To find the arithmetic risk premium for the 5 year period, the formula is
Average risk premium for the period = Sum of risk premium for each year / number of years = ∑ra(i) - rf(i) / n
ra = asset or investment return / 100
rf = risk free return / 100
Where i represents each year.
Sum of risk premium for each year = (0.187 - 0.052) + (0.058 - 0.034) + (0.079 - 0.028) + (0.108 - 0.034) + (0.116 - 0.039) = 0.361
Average risk premium = 0.361 / 5 = 0.0722 = 7.22 / 100 = 7.22 percent
