# Probability Distribution: Learning Surveys

Learning is a lifetime activity. For some, it means learning from everyday experiences; for others, it means taking classes in a more traditional atmosphere. The percentage of people participating in organized learning situations during 2002 for each age group is reported here by NIACE.

Age group:.........17-19...... 20-24..... 25-35..... 35-44...... 45-54...... 55-64...... 65-74...... 75+........ All

Percentage:......... 78............ 72.......... 51......... 49............ 44........... 30........... 20.......... 10......... 42

Source: NIACE Adult Participation in Learning Surveys

Is this a probability distribution? Explain why or why not..

https://brainmass.com/math/probability/probability-distribution-learning-surveys-528701

#### Solution Preview

This is not a probability distribution.

The summation of the ...

Running Head: Probability Distributions

Share the practical applications of the study from the Unit 2 Individual Project. How would the results of this survey be used in the workplace?

Briefly describe correlational research. Name a variable from this study and one from the workplace that might prove to provide a correlational relationship and explain why you would choose these two? What did you learn about correlation and causation while completing the course?

Running Head: Probability Distributions

Statistical Analysis

Unit 3 IP 1

05-09-2010

Al Hassan

American Intercontinental University

Abstract

In my paper I well use unit 1 data set to write an email to the American Intellectual Union to discuss where the statistics is being used at work, brief information on the importance of the statistics. Also I well answer a bunch of questions related to distribution and gender, tenure with company, survey percentage in each department, meaning of extrinsic, probability between 16 and 21, probability of 5.2, probability of female, probability of salary.

I made this survey to the American Intellectual Union employee's to estimate there satisfaction at workplace. Using the survey, I collected data on the following variables:

Age - Gender - Position- Department - Tenure - Overall Job Satisfaction - Intrinsic job Satisfaction - Extrinsic Job Satisfaction - Benefits.

I used the gathered information that can be used for profiting individuals for hiring. In this email, I'm presenting the information analysis for the exact reason utilizing the probability concept. But let me talk a little bit about how important is the job satisfaction, probability concept and using it in the business field.

Employee Satisfaction: Blau (1986) and other researcher like Mathieu & Kholer (1990). Sagie (1998), etc approve that the satisfied employee's are the most helpful and workable, and since they are loyal they became more productive to the organization. Although they gain better knowledge on how to use there time in proper manner. So, ultimately satisfied employee is very beneficial to employees and employers since more production mean more revenue. Understanding probability is "A number expressing the like hood of occurrence of a specific event" (Schott 1989). This mean it's an estimation of the likelihood of chance behavior. The concept of probability explains the proportion on the long term beside few result will show up in situation with short term uncertainty. Probability concept describes an experiment that provides a multiple short term outcomes.

Probability in Business: this concept is used to determine the financial risks and the decision making as well. Though not every decision carries out by the managements is successful, there is always a chance to fail and that's why we use the probability analysis.

Probability concept is an alternative to certainty. At workplace we can use the probability concept to conduct project planning or success, credit risk assessment, and strategy making.

What is the distribution of individuals by gender?

Count Percent

Male 13 52.00%

Female 12 48.00%

Total 25 100%

We can see that AIU has more male worker than female if the information true.

What is the "tenure with company" distribution by gender?

GENDER x TENURE Cross tabulation Percentage Distribution

Gender Tenure with company Gender Tenure with company

< 2 years 2-5 Years Over 5 Years Total < 2 years 2-5 Years Over 5 Years Total

Male 7 4 2 13 Male 53.8% 30.8% 15.4% 100.0%

Female 9 3 0 12 Female 75.0% 25.0% 0.0% 100.0%

Total 16 7 2 25 Total 64% 28% 8% 100%

From the table above we notice that almost 54% of males work for AIU for less than 2 years, whereas 75% females work with AIU for less than 2 year. Meaning, most of the female employees are newer employees. On the other hand we can see the males work with the company for more than 5 years since the tenure number indicate it.

What percentage of the survey participants are in each department?

GENDER Department

HR IT Admin Total

Male 30.77% 38.46% 30.77% 100%

Female 16.67% 41.67% 41.67% 100%

Total 24.00% 40.00% 36.00% 100%

From the table above we notice that the higher number of males from IT department and equal number of males from HR and admin department participated in the survey. This mean, equal number of females from the IT and admin department participated in the survey.

What is the sample mean for extrinsic value by gender?

Extrinsic Satisfaction

Gender N Total Mean

Male 13 69.8 5.369

Female 12 59.3 4.942

Total 25 129.1 5.164

Note that: (Number of favorable outcomes)

Probability =

(Number of possible outcomes)

What is the probability that an individual will be between 16 and 21 years of age?

Age Distribution

Age Count

16 - 21 14

22 - 49 8

50 - 65 3

Total 25

Since the interest showing the probability of finding an individual between 16 and 21, the famous number in result is 11 and the whole result number is 25

Probability =

What is the probability that their overall job satisfaction is 5.2 or lower?

Satisfaction Distribution

Overall Job Satisfaction Count

≤ 5.2 10

> 5.2 15

Total 25

The probability of the whole job satisfaction being 5.2 or less

Probability =

What is the probability that an individual will be a female in the human resources department?

Gender Distribution across Departments

GENDER Department

HR IT Admin Total

Male 4 5 4 13

Female 2 5 5 12

Total 6 10 9 25

Probability =

What is the probability that an individual will be salaried employee whose intrinsic satisfaction value is 5 or more?

Intrinsic Satisfaction across different types of Employee

Intrinsic Satisfaction POSITION

Hourly Employee Salaried Employee Total

< 5 5 5 10

≥ 5 13 2 15

Total 18 7 25

Probability =

References

Blau, G. J. (1986). Job involvement and Organizational Commitment as Interactive Predictors of Tardiness and Absenteeism. Journal of Management, 12, 577-584.

Sagie, A. (1998). Employee Absenteeism, Organizational Commitment, and Job Satisfaction: Another Look. Journal of Vocational Behavior, 52, 156-171.

Bluman, A. (2010). Elementary Statistics: A Brief Version (5th ed.). New

York,NY: McGraw Hill.