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choli [55]
2 years ago
10

Jefferson Inc. (JI) is a relatively new company that wants to improve its employee rewards, compensation, and benefits. The comp

any understands that there are effective reward systems that will motivate employees. However, JI management is not sure which would be the best for the company. Compensation, another important area, must also be improved so that it will satisfy all employees effectively. In addition, the company wants to create benefits to keep the employees not just satisfied, but also motivated. Yet another pressing issue is deciding on the training methods that are to be used to successfully teach the new employees.
JI believes that it will be on the right path if all of these changes can be successfully accomplished. The company plans to incorporate performance appraisals so it can be sure that the rewards, compensation, and benefits are effectively distributed. Refer to Jefferson, Inc. JI management must consider implementing the many different types of benefits. These include all of the following except :__________

a. insurance packages.
b. pension and retirement programs.
c. worker's compensation insurance.
d. Social Security.
e. profit sharing.
Business
1 answer:
mrs_skeptik [129]2 years ago
7 0

Answer:

E. Profit sharing

Explanation:

Employee benefits are the additional gains that employees enjoy in an organization in addition to their salaries.

There are different types of benefits that employers offer their employees.

Some of these are:

1. Medical benefits

2. Retirement benefits

3. Disability benefits

4. Insurance

5. Social security

E. T. C

Profit sharing is not an employee benefit so it is the odd 1 out of these options.

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Hi, first we need toconvert that 9.80 percent, compounded quarterly into an effective quarterly rate, that is just by dividing by 4, since there are 4 quarters in a year, that is:

r(effective quarterly)= 9.8%/4 =2.45%

Now, since the rate is effective quarterly, the periods (time of the invesmet) has to be in quarters, so we multiply 2 years by 4 and we get 8 quarters.

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FutureValue=PresentValue*(1+r)^{n}

It should all look like this.

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So, the future value of this investment is $3,155.51

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