9%, as the unadjusted rate of return is equal to the average yearly net income growth rate divided by the initial investment's net cost.
<h3>Calculation:</h3>
$40,090 divided by $430,00 is.093 * 100, or 9%.
<h3>If the needed rate of return is 6%, what is the present value of a cash inflow of $2,000 five years from now? Examine later?</h3>
$2600 will be given to the recipient after five years.
<h3>If the internal rate of return is 5% and the desired rate of return is 6%, should management accept the investment opportunity?</h3>
No, as the internal rate of return on the investment is lower than the intended rate of return.
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Answer:
The answer is "The first choice".
Explanation:
Please find the graph file of the given question:
In the given question the first choice is correct because in the graph it has 3 dots, which denotes the (tv's) in 2 that is equal to the two houses.
Answer:
The initial deposit should be $ 25.46
Explanation:
The Annuity formula is
P=R [1−(1+i)^-n/i]⋅(1+i)
Where
P= Initial deposit
R=Regular Withdraw amount
i=Interest rate
n=Number of years/periods
After entering corresponding values in the formula we get $25.46
so P (which is our initial deposit)=25.46
