Assess the conclusions that are drawn based on the interpretation and selection of supporting statistical analyses. I have already written paper but cannot seem get right this part to passing, my...

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Assess the conclusions that are drawn based on the interpretation and selection of supporting statistical analyses.

I have already written paper but cannot seem get right this part to passing, my tutor gave me example of it which is................................The conclusion drawn from the study is that mindfulness training can help reduce stress levels.A Pearson r statistical analysis was conducted assessing thecorrelationbetween mindfulness training and stress. The results show there was a strong negative correlation between the two variables (mindfulness training and stress level), r = 0.980, n = 10, p = 0.00. A scatter plot summarizes the results in Figure 5.8. The null hypothesis states there is nocorrelationbetween mindfulness training and stress reduction, however, the null hypothesis can be rejected since the Pearson analysis states the correlation would be significant at the 0.01 level. This means the null hypothesis can be rejected with a 99% confidence level. Overall, the strong negativecorrelationbetween the two variables strongly suggest that mindfulness training can help reduce stress levels. Increasing mindfulness training correlates with a decrease in stress level.



I need something like this in reference to paper that can be accessed athttps://www.ncbi.nlm.nih.gov/pmc/articles/PMC4509857/

Answered Same DayFeb 15, 2021

Answer To: Assess the conclusions that are drawn based on the interpretation and selection of supporting...

Aishwarya answered on Feb 17 2021
123 Votes
Conclusion
One can conclude form the study that there is a statistical association between recent c
annabis use and lower frequency of nonmedical opioid use among people who inject drugs.
A statistical analysis was performed to analyze the difference in mean and median number of times opioid was used in past 30 days among people who used cannabis against the people who did not use cannabis. The calculated statistics for opioid consumption among people who used cannabis are:
Mean = 58.3 ; Standard deviation = 79.4 ; Median = 30
The calculated statistics for opioid consumption among people who did not use cannabis are:
Mean = 76.4 ; Standard deviation = 76.1 ; Median = 60
The hypothesis for this test were that there is no significant difference between the mean and the median values of the consumption of opioids for people who used cannabis vs people who did not use cannabis.
Under the null hypothesis the t-test for independent samples was used to estimate the difference of means and...
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