In chapter 4 of the current
research work, the coding as well as the decoding of the gathered data is
provided which better helped to make use of the Version 22 of SPSS (Statistical
Package for the Social Sciences). The results obtained after performing
different tests on the data as well as the relevant interpretations are the
part of current chapter. There are certain categories & the digits which
are first defined for each of the item of the questionnaire. In this chapter,
the details about the demographics, the reliability analysis, descriptive statistics,
correlation coefficient and the regression analysis are also discussed. The
varying scale as well as the categories which are assigned to the questionnaire
items better helped to evaluate the questionnaire items.
Coding and Recording of data of payment card
fraud affect the UK users
The raw data was first recorded to
the excel sheet. It was then transformed the SPSS platform by copying the data
from the excel sheet and pasting the same to the Version 22 of the SPSS. In
order to collect the data for the current research work, the questionnaire is
used. The study dependent and the independent variables are assigned different
categories according to the response scale being used for the questionnaire.
Preliminary Analysis of payment card fraud
affect the UK users
In order to evaluate the data and
to interpret the results, SPSS is used.
The reliability of the data set is determined by the use of Cronbach Alpha Value. As far as
the descriptive statistics is concerned it is all about the mean as well as the
standard deviation. The relationship of the study dependent and the independent
variables is evaluated by the use of correlation coefficient. The regression
analysis helped to make decisions whether to accept or reject the study
hypotheses. The main aim behind conducting these tests is to determine the
reliability as well as the association of the study dependent and the
independent variables.
The questionnaire contains two parts as given:
·
Demographics (for
current work they are treated as the control variables)
·
The independent and
the dependent variables of the current study.
The particular
categories and the digits are assigned to the variables first and then the data
is gathered from the respondents. For the demographic variables, the assigned
categories are as given:
Table 4.1:
Demographics & categories
Demographics
|
Categories
|
Age
|
·
18-24 years=1
·
25-34 years=2
·
35-44 years=3
·
45 or above=4
|
Gender
|
·
Male=1
·
Female=2
|
Educational
level
|
·
Bachelor=1
·
Masters=2
·
M-Phil=3
·
Others=4
|
Employment
status
|
·
Private
Officials=1
·
Government
Officials=2
·
Others=3
|
Data Reliability
Analysis of payment card
fraud affect the UK users
The data reliability is accessed by using the Cronbach Alpha
Value for the current study variables. The idea of Cronbach Alpha was
introduced in 1951 by Cronbach. The range for the Cronbach Alpha lies between 0
and 1. It shows that all the items of the questionnaire are better evaluated on
the similar concept & idea. The data set for which the value of Cronbach
Alpha is more than 0.70 it means that the data is highly reliable (Nunnallly, 1978). For the present
research work, the overall value of the Cronbach Alpha is shown in table 4.2.
Table 4.2:
Cronbach Alpha
Reliability
Analysis
|
Cronbach Alpha
|
N of Items
|
.870
|
10
|
The above table is
showing that the overall Value of Cronbach Alpha is greater than 0.70 i.e.,
.870. It means that the data items are highly reliable.
Frequency Analysis of survey of payment card
fraud affect the UK user
The responses of the respondents are better evaluated
through the frequency distribution. Following is given the frequency
distribution along with the respective pie-charts for the demographic
variables.
Table 4.3: Age
|
|
Frequency
|
Percent
|
Valid Percent
|
Cumulative Percent
|
Valid
|
18-24
|
65
|
27.6
|
27.1
|
27.1
|
25-34
|
59
|
24.4
|
24.6
|
51.7
|
35-44
|
59
|
24.4
|
24.6
|
76.3
|
45 or above
|
57
|
23.6
|
23.8
|
100.0
|
Total
|
240
|
100
|
100.0
|
|
|
|
|
|
|
Interpretation
The information related to the frequency distribution and
the relevant percentages for the respondents of the age is given in the table
4.3. 27.6% of the respondents are a part of the age range 18-24
years and the frequency for the said age range is 65. 24.4% of the respondents
belong to the age range of 25-34 years and the relevant frequency is 59
respondents. The respondents which belong to the age range of 35-4 years and 45
or above have the frequency of 59 and 57 respondents along with the relevant percentages
of 24.4% and 23.6% respectively. Most of the respondents are the part of age
range 18-24 years with 27.6%.
Interpretation of
payment card fraud affect the UK users
The
varying percentages for the respondents of the age are shown with various
attractive colors in the above pie-chart (Wright, 2014). The major area of
the pie-chart is covered by blue color which is showing the frequency of the
age range 18-24 years. At the second, third and the fourth number are the age
ranges 25-34 years, 35-44 years and 45 or above which are shown in the
pie-chart by the colors green, yellow and purple respectively.
Table 4.4: Gender
|
|
Frequency
|
Percent
|
Valid Percent
|
Cumulative Percent
|
Valid
|
Male
|
92
|
38.8
|
38.3
|
38.3
|
Female
|
148
|
61.2
|
61.7
|
100.0
|
Total
|
240
|
100
|
100.0
|
|
|
|
|
|
|
Interpretation
of
payment card fraud affect the UK users
The details related to the frequency distribution and the
relevant percentages for the respondents of the gender are given in the table
4.4. 61.2% of the respondents are a part of the gender female
with the frequency 148. 38.8 % of the respondents are a part of the gender male
with the frequency 92. This frequency distribution shows that most of the
respondents are the female.
Interpretation of
payment card fraud affect the UK users
The
varying percentages for the respondents of the gender are shown with various
attractive colors in the above pie-chart. The major area of the pie-chart is
covered by green color which is showing the frequency of the female gender. At
the second number is the gender male which is shown in the pie-chart by the
blue color.
Table 4.5: Educational Level
|
|
Frequency
|
Percent
|
Valid Percent
|
Cumulative Percent
|
Valid
|
Bachelor
|
67
|
28.5
|
27.9
|
27.9
|
Masters
|
47
|
19.4
|
19.6
|
47.5
|
M-Phil
|
69
|
28.5
|
28.7
|
76.3
|
Others
|
57
|
23.6
|
23.8
|
100.0
|
Total
|
240
|
100.0
|
100.0
|
|
|
|
|
|
|
Interpretation
of
payment card fraud affect the UK users
The information related to the frequency distribution for
the educational level and the relevant percentages for the said respondents is
given in the table 4.5. 27.6% of the
respondents are a part of the bachelor’s degree and the frequency for the said
educational level is 67. 19.4% of the respondents belong to the Masters degree
and the relevant frequency is 47 respondents. The respondents which belong to
the M-Phil and the Others educational level have the frequency of 69 and 57
respondents along with the relevant percentages of 28.5% and 23.6%
respectively. Most of the respondents are the part of the educational level
M-Phil with the frequency 69.
Interpretation
of
payment card fraud affect the UK users
The
varying percentages for the respondents of the educational level are shown with
various attractive colors in the above pie-chart. The major area of the
pie-chart is covered by skin color which is showing the frequency of the
educational level M-Phil. At the second, third and the fourth number are the
respondents from the Bachelors, Others and Masters which are shown in the
pie-chart by the colors blue, purple and green respectively.
Table 4.6: Employment status
|
|
Frequency
|
Percent
|
Valid Percent
|
Cumulative Percent
|
Valid
|
Private officials
|
40
|
17.4
|
16.7
|
16.7
|
Government officials
|
175
|
72.3
|
72.9
|
89.6
|
others
|
25
|
10.3
|
10.4
|
100.0
|
Total
|
240
|
100.0
|
100.0
|
|
|
|
|
|
|
Interpretation
of
payment card fraud affect the UK users
The details related to the frequency distribution for the
employment status and the relevant percentages for the said respondents are
given in the table 4.6. 17.4% of the
respondents are serving as the private officials and the frequency for the said
employment status is 40. 72.3% of the respondents are the government officials
and the relevant frequency is 175 respondents. The respondents which belong to
the ‘others’ employment status have the frequency of 25 respondents along with
the relevant percentage 10.3%. Most of the respondents are the part of the
employment status as the government officials with the frequency 175.
Interpretation
The
varying percentages for the respondents of the employment status are shown with
various attractive colors in the above pie-chart. The major area of the
pie-chart is covered by green color which is showing the frequency of the
employment status government officials. At the second and the third number are
the respondents from the private sector and others which are shown in the
pie-chart by the colors blue and skin respectively.
Descriptive Statistics
Table
4.7: Mean and Standard Deviation
Descriptive Statistics
|
N
|
Minimum
|
Maximum
|
Mean
|
Std. Deviation
|
Security issues
|
240
|
2.00
|
5.00
|
4.4583
|
.55738
|
Lack of knowledge
|
240
|
2.00
|
5.00
|
4.3278
|
.62489
|
Technical issues
|
240
|
2.00
|
5.00
|
4.4708
|
.61466
|
Payment card frauds
|
240
|
2.50
|
5.00
|
4.2500
|
.74878
|
|
|
|
|
|
|
Interpretation
The data related to the mean and the standard deviation is
given in the table 4.7. The mean values for all the study variables (i.e., Security
issues, Lack of knowledge, Technical issues and payment card frauds) are greater than 4 (i.e., 4.4583,
4.3278, 4.4708 and 4.2500 respectively). The value 4 is if measured on the five-point likert scale
it shows that the respondents are highly agreed to the statements of the
questionnaire. The values .55738, .62489, .61466
and .74878 are showing the variance percentage of the study variables (i.e., Security
issues, Lack of knowledge, Technical issues and payment card frauds) from the respective mean
values.
Correlation Analysis
The association of the study variables can better be
determined by the Pearson product moment correlation coefficient. It is
developed by Karl Pearson in 1985. The test results for this coefficient lie
between +1 and -1. For positive correlation, test result is +1. For no
relationship, test result is 0. Negative relation between the variables is
depicted by -1 (Husser, 2017). The correlation analysis and its
results are shown in table 4.8.
Table 4.8: Correlation Coefficient
Variables
|
Security issues
|
Lack of knowledge
|
Technical issues
|
Payment card frauds
|
Security
issues
Pearson
Correlation
Sig.
(2-tailed)
N
|
1
240
|
|
Lack of
knowledge
Pearson
Correlation
Sig.
(2-tailed)
N
|
.792**
.000
240
|
1
240
|
|
Technical
issues
Pearson
Correlation
Sig.
(2-tailed)
N
|
.605**
.053
240
|
.664**
.000
240
|
1
240
|
|
Payment card
frauds
Pearson
Correlation
Sig.
(2-tailed)
N
|
.590**
.042
240
|
.537**
.018
240
|
.516**
.000
240
|
1
240
|
**. Correlation is
significant at the 0.01 level (2-tailed).
|
*. Correlation is significant at the 0.05 level (2-tailed).
The relationship of the study dependent and the
independent variables is determined by using the Pearson correlation coefficient. For p<0.01, the value of the
Pearson coefficient is showing that there exists a strong positive
correlation between the study dependent and the independent variables (i.e.,
payment card frauds,
Security issues, Lack of knowledge, and Technical issues). These variables are positively
significantly associated with each other.
Regression Analysis
Table 4.9:Model Summary
|
Model
|
R
|
R Square
|
Adjusted R Square
|
Std. Error of the Estimate
|
1
|
0.7a
|
0.67
|
0.63
|
.58879
|
a. Predictors: (Constant), Technicalissues,
Securityissues, Lackofknowledge
|
Coefficientsa
|
Model
|
Unstandardized Coefficients
|
Standardized Coefficients
|
t
|
Sig.
|
B
|
Std. Error
|
Beta
|
1
|
(Constant)
|
.267
|
.328
|
|
.812
|
.000
|
Security issues
|
.529
|
.114
|
.394
|
4.653
|
.000
|
Lack of knowledge
|
.086
|
.108
|
.072
|
.799
|
.025
|
Technical issues
|
.280
|
.084
|
.230
|
3.329
|
.001
|
a. Dependent Variable: Payment card frauds
|
|
Interpretation
In the regression model, the value of R-Square provides the
measure for the goodness-of-fit. This value tends to depict the %age variance
change in the dependent variable due to the independent variables (Kleinbaum, 2010). Based on the
regression analysis for the current data set, it is evaluated that the value of
R is 0.7. As far as the value of R-square for the current study variables is
concerned, it is 0.67. This value is determining a significant percentage change
on the dependent variable (i.e., payment card frauds) due to the study independent
variables (i.e., Security issues, Lack of
knowledge, and Technical issues). The value of adjusted R-square provides for
a comparison between the study models. This value is 0.63 which shows
that out of total variation narrated by the regression line, the variation %age
is not that significant. In case we talk about the value of p for the
regression model, this value is less than 0.05 for all the study independent
variables. The value of p<0.05 shows that the study independent variables
(i.e., Security issues, Lack of knowledge, and
Technical issues) are
positively significantly associated with the study dependent variable (i.e., payment
card frauds). It
can be said that these parameters better help to determine the payment card
frauds which can have the varying reasons to take place.
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