Answer:
E. a 17-year-old single parent who has just been laid off and is looking for a new job
D. a student who quit college to look for a modeling job in New York
Explanation:
who <u>would </u>be counted as unemployed?
The unemployed rate only considers unemploye people in the labor force who is actively looking for a job currently.
<u>A and C:</u> As this lady cease to looking for a job it will not be considered part of the labor force same case for the student. Is not part of the labor force as it not looking for a job right now,
<u>F and G: </u>these people are employeed so count as employees.
B. an able-bodied 53-year-old who took an <u>early retirement</u> package from her employer Is retired and we aren't given with the information is looking for a job. So, it will not count as unemployeed
D and E are both willing to work and are looking actively for a job.
Thus, they count as unemployed.
I think the correct answer would be A.
because when you get any kind of cut the first thing you would want to do is clean it out from any dirt or Bactria.
I Think The answer is b I hope it will help you just Trying To help others
The Internal rate of return (IRR) of an investment is found to be 13%.
<h3>What is Internal rate of return (IRR)?</h3>
The internal rate of return (IRR) is a financial analysis metric used to estimate the profitability of possible investments.
- In a discounted cash flow analysis, IRR is a discount rate that renders the net present value (NPV) among all cash flows equal to zero.
- IRR calculations employ the same method as NPV calculations.
- Keep in mind that the IRR is not the project's actual dollar value.
- The annual return is what brings the NPV to zero.
Now, according to the question;
Total investment = $18,500.
Returns = $5,250/year
Time = 5 years
Use the formula for calculation of IRR value.
$18,500 = $5,250 {[1 - 1/(1 + IRR)5] / IRR}
Simplyfying,
IRR = 12.92%
Therefore, the internal rate of returns are calculated as 13% (approximately).
To know more about internal rate of return, here
brainly.com/question/13373396
#SPJ4
