We prepared Total 35 questionnaires and distributed a twelve-item questionnaire to 100 employees, among whom 66 are men and 34 are women. Data received from all the responses were inputted into SPSS software for analysis. Moreover, some questionnaires were rejected due to lack of credibility and authenticity. Table 1 indicates the percentage of male and female, who responded to the questionnaire.
Table 1
Gender
|
Frequency
|
Percent
|
Cumulative (%)
|
Male
|
66
|
66
|
66
|
Female
|
34
|
34
|
100
|
Total
|
100
|
100
|
|
Table 2
Overall job satisfaction of employees of Nassa Super Garments Ltd
Satisfaction Level
|
Frequency
|
%
|
Cumulative (%)
|
Highly satisfied
|
18
|
18
|
18
|
Satisfied
|
35
|
35
|
53
|
Neutral
|
35
|
35
|
88
|
Dissatisfied
|
5
|
5
|
93
|
Highly Dissatisfied
|
7
|
7
|
100
|
Total
|
100
|
100
|
|
From Table 2, we see more than 50% respondents are satisfied with their job (18% are highly satisfied and 35% are satisfied). On the other hand, 35% respondents are neutral with their job. Finally, 12% are dissatisfied with their job. (7% are highly dissatisfied and 5% are dissatisfied)
Table 3
Descriptive Statistics for Independent and dependent variables
Variables
|
Mean
|
Std. Deviation
|
GENERAL MANAGER'S BEHAVIOUR
|
3.94
|
1.144
|
JOB SECURITY
|
4.56
|
0.902
|
WORKING CONDITION AND DECISION- MAKING PROCESS
|
4.48
|
0.785
|
UNAVAILABILITY OF LEAVES AND REST
|
2.32
|
1.197
|
PAY AND OTHER FINANCIAL INCENTIVES
|
4.26
|
0.981
|
JOB NATURE
|
3.88
|
1.343
|
WORKLOAD AND STRESS LEVEL
|
2.20
|
0.984
|
LACK OF EVALUATION OF PERSONAL INTEREST
|
2.24
|
1.360
|
INEFFICIENT CANTEEN FACILITY
|
2.02
|
0.937
|
MANAGEMENT POLICY
|
4.06
|
1.179
|
REWARDS AND RECOGNITION
|
4.80
|
0.402
|
OVERALL, JOB SATISFACTION
|
3.52
|
1.019
|
Table 3 elucidates the mean and Std. Deviation of 11 variables that have impact on job satisfaction. We see employees, who responded to the questionnaire, are satisfied with their job because overall job satisfaction is 3.52.(Satisfaction range represents from 3.1 to 4). In addition, Job satisfaction is below 3 in case of unavailability of leaves and rest, workload and stress level, lack of evaluation of personal interest and inefficient canteen facility, because these four variables have generally negative impact on job satisfaction.
![](data:image/png;base64,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)
Table 4 shows the correlation between dependent variable (job satisfaction) and independent variables at the 0.05 level of significance. In accordance with table 4, we see job security, working condition and decision-making process have high positive correlation with job satisfaction while rewards and recognition have moderate positive (0.619) correlation with job satisfaction. We also observe that inefficient canteen facility and workload and stress level have low (-0.436) and negligible (-0.231) negative correlation with job satisfaction. All the correlations are found statistically significant at 0.05 level.
![](data:image/png;base64,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)
General Manager’s Behavior (GMB), Job Security (JS), Working Condition and Decision-Making Process (WCADP), Unavailability of leaves and Rest (UOLAR), Pay and Other Financial Incentives (PAOFI), Job Nature (JN), Workload and Stress Level (WASL), Lack of Evaluation of Personal Interest (LOEOPI), Inefficient Canteen Facility (ICF), Management Policy (MP), Rewards and Recognition (RAR)
Table 5 indicates Pearson correlations among independent variables. We see rewards and recognition are highly correlated (0.624) with working condition and decision-making process. Moreover, there is a high and positive correlation (0.663) between job security and general manager’s behavior, as a general manager (GM) along with director and others responsible can decide whether employees continue their job or not. Job security is also reliant upon working condition & decision-making process because they are highly correlated (0.652). On the other hand, there is negligible negative correlation between inefficient canteen facility and rewards and recognition (-.034), because rewards and recognition can never depend on inefficient canteen facility. Correlation (-.054) between job security and workload and stress level is also negligible negative, as job security is not contingent upon workload and stress level. However, workers face unavailability of leaves and rest and lack of evaluation of personal interest for mainly management policy (correlation between management policy and unavailability of leaves and rest is 0.579 and lack of evaluation of personal interest is 0.463 respectively)
![](data:image/png;base64,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)
Table 6 indicates the range of Pearson’s correlation coefficient. Following the given range of correlation coefficient, we made remark on correlation between dependent and independent variables and correlations among independent variables.
But correlation can’t explain the relation between dependent and independent variables in the most emphatic way. Therefore, we have adapted regression model, which can analyze the relation between dependent variable and independent variables properly.
Table 7
Model
|
R
|
R Square
|
Adjusted R Square
|
Std. Error of the Estimate
|
1
|
.949a
|
.901
|
.888
|
.468
|
Predictors: (Constant), GENERAL MANAGER’S BEHAVIOR, JOB SECURITY, WORKING CONDITION AND DECISION- MAKING PROCESS, UNAVAILABILITY OF LEAVES AND REST, PAY AND OTHER FINANCIAL INCENTIVES, JOB NATURE, WORKLOAD AND STRESS LEVEL, LACK OF EVALUATION OF PERSONAL INTERESR, INEFFICIENT CANTEEN FACILITY, MANAGEMENT POLICY, REWARDS AND RECOGNITION
Table 7 shows regression model summary, in which R square plays an important role. Alphabet R indicates the strength of relation between what we predicted and what the result has been measured. However, in this model our main focus on R square, which accounts for particular amount of total variance in the dependent variable. We see the value of R square is .901 or 90.1%, meaning that 90.1% of the independent variables directly affect the dependent variable (overall job satisfaction). It also indicates that 90.1% of total variance in the dependent variable must be explained by independent variables and the remaining 9.9% are explained by other variables, which are not included in our research study.
Table 8
Model
|
Sum of Squares
|
Df
|
Mean Square
|
F
|
Sig.
|
1
|
Regression
|
174.202
|
11
|
15.837
|
72.439
|
.000b
|
Residual
|
19.238
|
88
|
0.219
|
|
|
Total
|
193.44
|
99
|
|
|
|
a. Dependent Variable: OVERALL JOB SATISFACTION
b. Predictors: (Constant), GENERAL MANAGER'S BEHAVIOR, JOB SECURITY, WORKING CONDITION AND DECISION-MAKING PROCESS, UNAVAILABILITY OF LEAVES AND REST, PAY AND OTHER FINANCIAL INCENTIVES, JOB NATURE, WORKLOAD AND STRESS LEVEL, LACK OF EVALUATION OF PERSONAL INTEREST, INEFFICIENT CANTEEN FACILITY, MANAGEMENT POLICY, REWARDS AND RECOGNITION
Table 8 ANOVA clarifies whether regression model is significant or not. We see the value of “sig” is 0.000. That means the model is significant and fit for further analysis. It also indicates that independent variables (job security, working condition and decision-making process, unavailability of leaves and rest, pay and other financial incentives, lack of evaluation of personal interest, inefficient canteen facility, rewards and recognition, general manager’s behavior, job security, workload and stress level and management policy) affect the dependent variable significantly. We have plotted next coefficients table to check the significance of each variable.
![](data:image/png;base64,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)
Based on table 9 we see that job security, working condition and decision-making process, unavailability of leaves and rest, pay and other financial incentives, lack of evaluation of personal interest, inefficient canteen facility and rewards and recognition have statistically significant relation with job satisfaction of employees of Nassa Super Garments Limited, because p value of these variables is lower than 0.05. So, we are able to reject Ho 2, Ho 3, Ho 4, Ho 5, Ho 8, Ho 9 and Ho 11 at 0.05 level of significance. On the other hand, general manager’s behavior, job security, workload and stress level and management policy have no significant relation with the job satisfaction of employees. (P value is larger than 0.05). None of them offers any significant amount of unique variance in explaining dependent variable (job satisfaction). They may have indirect effect on job satisfaction. Therefore, we fail to reject Ho 1, Ho 6, Ho 7 and Ho 10 at 0.05 level of significance. The relation between dependent variable and independent variables can be written by the following equation:
Overall job satisfaction = 1.423 + 0.010[General manager’s behavior] + 0.529[Job security] + 0.711[Working environment and decision-making process] + -0.316[Unavailability of leaves and rest] + 0.146[Pay and other financial incentives] + 0.027[Job nature] + -0.061[Workload and stress level] + -0.479[Lack of evaluation of personal interest] + -0.186[Inefficient canteen facility] + 0.082[Management policy] + 0.207[Rewards and recognition]
Coefficient table indicates that a unite increase in General manager’s behavior increases job satisfaction by 0.010, a unite increase in job security increases job satisfaction by 0.529, a unite increase in working environment and decision-making process increases job satisfaction by 0.711, a unit increase in unavailability of leaves and rest decreases job satisfaction by -0.316, a unit increase in pay and other financial incentives increases job satisfaction by 0.146, a unit increase in job nature increases job satisfaction by 0.027, a unit increase in workload and stress level decreases job satisfaction by -0.061, a unit increase in lack of evaluation of personal interest decreases job satisfaction by -0.479, a unit increase in inefficient canteen facility decreases job satisfaction by -0.186, a unit increase in management policy increases job satisfaction by 0.082 and finally a unit increase in rewards and recognition increases job satisfaction by 0.207.
We have already found that General manager’s behavior, Job nature, Workload and stress level and management policy are statistically insignificant predictors of overall job satisfaction. We also observe that the standardized coefficients (Beta) and unstandardized coefficients(B) of unavailability of leaves and rest, lack of evaluation of personal interest and inefficient canteen facility are negative, meaning that these three variables have negative relation with job satisfaction. But they are found as statistically significant predictor of dependent variable (overall job satisfaction). So, we can say that unavailability of leaves and rest, lack of evaluation of personal interest and inefficient canteen facility are significant negative predictors of job satisfaction. However, depending on P value (0.05), Ho 2, Ho 3, Ho 4, Ho 5, Ho 8, Ho 9 and Ho 11 have been rejected. That indicates they significantly influence the job satisfaction of employees of Nasa Super Garments Ltd. Moreover, Ho 1, Ho 6, Ho 7 and Ho 10 have been deemed to have less or indirect impact on employees’ job satisfaction. In the coefficients table the value of VIF plays a significant role in identifying multicollinearity problem. We see that the value of VIF of each variable is lower than 5. That means there is no multicollinearity issue in our calculation.