The factors that affect the level of wages are skills and abilities, the size of the labor pool, and the actions of labor unions. therefore, these options are correct statements.
<h3>
How do you determine the level of wages?</h3>
Wages are decided through supply and demand, however, they may be stimulated through a huge form of factors, inclusive of the fee of living in a specific area, the presence of a union, and the modern-day minimal wage.
Pay prices additionally range through gender, race, training degree, and talent degree of the workforce.
Thus, the correct options are skills and abilities, the size of the labor pool, and the actions of labor unions.
Learn more about the level of wages here:
brainly.com/question/1142533
#SPJ1
Answer:
The answer is: Expected annual net cash savings are $16,750.
Explanation:
Please find the below for detailed explanations and calculations:
Payback period is defined as the time it takes an investment to recover its initial investment.
In this case, the initial investment is the cost of software package at $67,000, while the payback period is four years.
We apply the payback period formula to calculate payback period to calculate the Expected annual net cash savings:
Payback period = Initial investment / Net cash flow per period <=> Net cash flow per period = Initial investment / payback period = 67,000 / 4 = $16,750.
So, Net cash savings annually is expected at $16,750. In other words, if the firm is to save $16,750 per year from owning the software, it will take the firm 04 years to recover its initial investment.
Answer:
$8750.87
Explanation:
This is compound interest problem. The formula used to solve this would be:

Where
F is the future value (what we want, after 3 years)
P is the initial value (given 6900)
r is the rate of interest per period
here, 8% per year, so 8/4 = 2% per period (since compounded per quarter)
t is the time (3 years and compounding per year so times of compounding is 3*4 = 12), so t = 12
Substituting, we get our answer:

<u>There will be about $8750.87 at the account at the end of 3 years!</u>
Answer:
Investment
Explanation:
To invest is to allocate money in the expectation of some benefit/return in the future.