Question: Hello, I need help with the following statistics and probability questions: Please find those questions and all the data required to answer those questions down

Hello,

I need help with the following statistics and probability questions:

Please find those questions and all the data required to answer those questions down below as attachments:

Hello, I need help with the following statistics and probability questions: Pleasefind those questions and all the data required to answer those questionsdown below as attachments: Conservative Management (control) Antibiotic group Surgical intervention group\f\f\fScenario:Based on the findings from study 1, the researchers decide to conducta second study that explores a patient reported outcomes measures (PROMs). They

Conservative Management (control) Antibiotic group Surgical intervention group\f\f\fScenario: Based on the findings from study 1, the researchers decide to conduct a second study that explores a patient reported outcomes measures (PROMs). They take another 100 patients from the clinic, once again randomize each patient into one of 3 groups: a conservative management group (i.e., no treatment = D), an antibiotic treatment group = l, and a surgical treatment group = 2. Six months following the interventions they collect the patients' self- reported quality of life, on a validated scale of 1 to 5. Question #2: Does quality of life differ between the three intervention groups? (5 marks) Answer the question using the M05_ Homework Data le {DatasetZ} in the resources section. A) State your hypothesis statements and signicance level. B) Describe the statistical analysis you chose, why you chose that test, and what the grouping factor and levels are. C) Describe the assumptions of this statistical test. Describe how you tested the assumptions and provide any relevant statistical output. D) Use SPSS to conduct the analysis, report your findings including the test statistic and p value. Include painnrise comparisons tests, if applicable. E) State whether you would reject or retain the null hypothesis in this scenario

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