Question: Demonstrate your ability to use the Statistical Package for the Social Sciences (SPSS) software to perform statistical analysis of a data set. 1. Generate a
Demonstrate your ability to use the Statistical Package for the Social Sciences (SPSS)
software to perform statistical analysis of a data set.
1. Generate a boxplot for group A and group B to check for data outliers and remove
any outliers from your subsequent analysis, if present.
2. Create frequency histogram for group A and group B to check the distribution of
the data and decide which parametric or non-parametric test is appropriate to
compare the two groups.
3. Use the appropriate normality test to determine the distribution of groups A and B,
and use the correct inferential statistical test to compare the two groups. Decide if
there is a significant difference in the measure of central tendency for the two
groups.
Write the abstract to report the findings of Part 1. This should include:
1. Aim: one or two sentences describing the purpose of the research study; a short
background to the study is included with each data set.
2. Methods: describe which statistical methods were applied in SPSS
3. Results: report the key summary statistics and P value using conventions required for
formal reporting of statistical results
4. Conclusion: briefly describe the significance of your results
Please solve this.
data link - https://drive.google.com/file/d/1hiu6Pz2LwCvwdwIb7pL7wNB7WfZWcNp0/view?usp=sharing
The BP data consists of adults taking part in a public health lifestyle intervention program for smoking cessation and exercise (group A) compared to adults who still smoke and are not physically active (group B). Please compare the outcomes from the data collected at 6 months, perform the analysis in SPSS, and report the findings in abstract format according to the brief.

A B C D 1 Systolic A Systolic B 110 140 140 130 150 150 130 120 130 130 110 160 120 90 120 120 0 110 130 110 110 2 120 140 3 130 130 4 145 140 5 110 110 6 150 120 130 150 8 130 130 120 100 120 140 INPOD 120 110 140 150 3 110 120 4 120 110
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