Answer:
Her net pay for the month is $6274.522
Explanation:
The computation of net pay is calculated by applying an equation which is shown below:
Net pay = Total pay - fica tax for social securtity - fica tax for medical care - federal income tax
where,
total pay is $8,738
fica tax for social security = total pay × fica tax rate for social security
= 8,738 × 6.2%
= $541.756
fica tax for medical care = total pay × fica tax rate for medical care
= 8,738 × 5.4%
= $471.852
And, federal income tax is $1449.87
So, the net pay is equals to
= $8,738 - $541.756 - $471.852 - $1449.87
= $6274.522
The suta tax rate would not be considered as full information is not given in the question. So, this part should be ignored.
Hence, her net pay for the month is $6274.522
Answer:
A
Explanation:
If the company has introduced a loyalty program, customers are less likely to patronise other business. Thus, the threat of new entrants is reduced as firms would be less likely to enter into the industry knowing there is a high degree of customer loyalty to company XYZ
Answer:
The answer is D. Moral intensity
Explanation:
Motivation affects an employee's voluntary behavior and performance. A well-motivated employee tends to perform better than the one that is not being motivated.
Role perception too does influence. An employee that understands his role and duties tend to perform better than the one that doesn't.
Also situational factors like good working environment, the kind of people around someone also influence the performance.
Ability too does.
BUT moral intensity doesn't because this is about the moral believe. It purely deals with ethical behavior which is not related to a worker's performance.
An economic system is a means by which societies or governments organize and distribute available resources, services, and goods across a geographic region or country.
Answer:
FV= $1,930.65
Explanation:
Giving the following information:
Cash flow= $80 a year
Number of periods= 12 years
Interest rate= 12% compounded annually
<u>To calculate the future value, we need to use the following formula:</u>
FV= {A*[(1+i)^n-1]}/i
A= annual deposit
FV= {80[(1.12^12) - 1]} / 0.12
FV= $1,930.65
