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R Programming

what is the average \"Number of Days Mental Health Not Good\" for those in Pennsylvania who have numeric data

INSTRUCTIONS TO CANDIDATES
ANSWER ALL QUESTIONS

The answer to each question should be assigned to the value before the colon. For example, the answer to the first question should be assigned to Q1. Q1: How many people have any kind of health care coverage? Q2: What is the average "Number of Days Mental Health Not Good" for those in Pennsylvania who have numeric data? Make sure to change the response corresponding to none to 0. Q3: Compare only those who have and have not had some form of arthritis, rheumatoid arthritis, gout, etc. For those groupings, convert reported weight in kilograms to pounds. Then, compute the mean and standard deviation of the newly created weight in pounds variable. Use the conversion 1KG = 2.20462 LBS. Make sure the units are in pounds, not two decimals implied. The names of the variables should be mean_weight and sd_weight. mean_weight should equal 183.04. For the next questions you'll be exploring the relationship between marital status and minutes of total physical activity per week. Ignore those who refused to answer, weren't asked, or had missing data. You'll need to convert the marital status variable to a factor. Then: Q4: Remove outliers from minutes of total physical activity per week using 0.997 and 0.003 as criteria. What percentage of observations remain? Assign that value to Q4. Answer the following questions using the dataset without outliers. Q5: Group by marital status and calculate the mean, standard deviation, minimum, and maximum of total exercise, to two decimals. Q6: Create a boxplot for total exercise by marital status. Q7: Run a regression predicting exercise by marital status. Assign the model summary to Q7. Q8: Run an ANOVA comparing exercise across marital status, and assign the TukeyHSD post-hoc test to Q8. Q9: Run a regression as in Q7, but add total fruits consumed per day. Based on the R-squared and AIC, what is the better model? Assign the better AIC value to Q9. For the final section, you will choose four variables to explore we previously have not. Complete the following; Q10: Remove any outliers. Briefly explain why you chose the method you used. Make sure to comment it out. Q11: Address the values of any variables. For instance, is “none” equal to a value other than 0? Are there extra decimals implied? Q12: Complete exploratory analyses doing appropriate visualizations with ggplot2. Q13: Run basic descriptive statistics Q14: Finally, run an appropriate regression predicting one of those variables. Identify the best model.

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