The expected average rate of return in the fixed asset above is 36.92%. The rate of return is the income or loss of a proposed investment in a specified amount of time. In this case, a company wants to buy a 4-year life fixed asset which can increase the company's income by $240,000. We can calculate the rate of return by dividing the net income from the investment with the proposed investment to obtain the portion of return received from the investment<span>. Formula: (Net Income From The Investment/Proposed Investment) x 100%.</span>
We can actually deduce here that the unintended consequences of an economic change that are not immediately identifiable but are felt only with time are known in economics as: D. Secondary effects.
<h3>What is unintended consequence?</h3>
Unintended consequence, as seen in social sciences are known to be the result or outcome that is gotten from a purposeful action which were not seen coming.
The options that complete the question are:
a. scarcity constraints.
b. marginal effects.
c. opportunity costs.
d. secondary effects
We can actually deduce here that such unintended consequences of an economic change that are not immediately identifiable but are felt only with time are known in economics are known to be secondary effects.
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Answer:
Amount invested at 5.75% = $30,000
Amount invested at 7.25% = $14,000
Explanation:
Let the amount invested
at 5.75% = X
at 7.25% = Y
According to given condition
X + Y = $44,000 ( Eq 1)
and
0.0575X + 0.0725Y = $2,740 ( Eq 2)
By multiplying ( Eq 1) with 0.0575
0.0575X + 0.0575Y = $2,530 ( Eq 3)
By subtracting ( Eq 3) from ( Eq 2)
0.0725Y - 0.0575Y = $2,740 - $2,530
0.015Y = 210
Y = 210 / 0.015
Y = $14,000
X + $14,000 = $44,000
X = $44,000 - $14,000
X = $30,000
Check:
$30,000 x 5.75% + $14,000 x 7.25% = $2,740
$2,740 = $2,740
Answer:
$6268.21
Explanation:
Future value = $8000
Interest(r) = 5%
Period (n)= 5 years
How much need to deposit?
Find the Present value:
PV = FV / (1+r)n
= 8000 / (1.05)5
= 8000 / 1.27628156
Present Value / Amount need to deposi today = $6268.21 approx
