Answer: I would have to guess option c the unemployment rate.
Explanation:
The discounted payback period for the project is 2.33 years.
Time Cashflow PVF at 8% Present value Cumulative Present value
0 -$100 1 -100 -100
1 40 0.925926 37.03704 -62.963
<u><em>2 50 0.857339 42.86694 -20.096</em></u>
3 60 0.793832 47.62993 27.53391
<u>Note</u>
- The PVF for each year are derived using the PVF calculator (i.e PVF, 8%, 0 years)
- We can also observe that we are able to payback the money before the entire 3rd year, therefore, the 2nd year will be used in calculation of discounted payback period.
Discounted payback period = 2 Years + 20.096/47.6299
Discounted payback period = 2 Years + 0.33
Discounted payback period = 2.33 years.
Therefore, the discounted payback period for the project is 2.33 years.
Missing word includes <em>"Compute the discounted payback period for a project with the following cash flows received uniformly within each year and with a required return of 8%: Initial Outlay = $100 Cash Flows: Year 1 = $40 Year 2 = $50 Year 3 = $60"</em>
See similar solution here
<em>brainly.com/question/13247540</em>
Answer: interest earned = $8942372340
$8942672340 this is amount after 25 years.
Explanation:
formula used: S= R*[ (1+<em>i </em>)ⁿ-1 / <em>i </em>]
where:
S is future value
R is periodic payment
<em>i </em> is interest rate period
n is number of periods
R= $3000
n= 65-40=25 now 25*4=100 QUARTERLY that is why we used 4
<em>i </em>= 55% which is equal to 0.55
so, for quarterly <em>i= </em>0.55/4= 0.138
now putting them in formula given above
S= 3000*[ (1+0.138)¹⁰⁰-1] / 0.138
S= $8942672340 (future value )
total money deposited = number of period * periodic amount
= $3000*100 = $300,000
interest earned = future value - total money deposited
= 8942672340 - 300,000
interest earned = $8942372340
Answer:
The correct answer is (B) False.
Explanation:
Variable costs, as the name implies, differ with the level of production and are associated with the use of variable factors, such as labor and raw materials. Since the amounts of factors increase as production increases, variable costs increase when it does.