Biostatistics Assignment 1 Analysis of Metropolitan Statistical Area (MSA) data from the Behavioral Risk Factor Surveillance System (BRFSS), 2007.

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Biostatistics Assignment 1 Analysis of Metropolitan Statistical Area (MSA) data from the Behavioral Risk Factor Surveillance System (BRFSS), 2007

Presentation Overview Health-Related Quality of Life (HRQOL): concepts and measurement CDC HRQOL Surveillance Program’s Healthy Days Measures Geographic trends in unhealthy days Assignment overview: BRFSS MSA data analysis

Measuring Health-Related Quality of Life (HRQOL) Broad outcome measures designed to measure physical, emotional, and social dimensions of health (McDowell & Newell, 1996). No one definition of HRQOL is agreed upon, but generally assessed with generic measures (e.g., Short-Form 36) or disease-specific measures (e.g., Quality of Life in Epilepsy Scale-10 (Ware & Sherbourne, 1992; Cramer et al., 1996). Quality of Life Instruments Database (QOLID): Online database of generic and disease-specific measures.

What is Health-Related Quality of Life (HRQOL)? For public health surveillance purposes, HRQOL was defined as…“an individual’s or group’s perceived physical and mental health over time.” (Measuring Healthy Days, CDC 2000)

1.Would you say that in general your health is excellent, very good, good, fair, or poor? 2.Now thinking about your physical health, which includes physical illness and injury, for how many days during the past 30 days was your physical health not good? 3.Now thinking about your mental health, which includes stress, depression, and problems with emotions, for how many days during the past 30 days was your mental health not good? 4.During the past 30 days, for about how many days did poor physical or mental health keep you from doing your usual activities, such as self-care, work, or recreation? Core Healthy Days Measures

Unhealthy Days = days in the past 30 days when both physical and mental health were not good = Healthy day= Physically unhealthy day = Mentally unhealthy day

Trends in Unhealthy Days in the U.S., BRFSS > 6.0 Mean number of unhealthy days Source: CDC HRQOL Program, 2009

Assignment Instructions 1.Become familiar with the codebook and the variables included in the dataset. 2.Download and import the data file into the statistical software program to be used for the assignment. Use the program’s help file for instructions on importing the data if needed. Data should be cleaned prior to analysis. 3.Examine the distribution of a few of the key variables (i.e., PHYSHLTH, MENTHLTH, POORHLTH, and UNHEALTH) in the dataset. Consider these distributions and what impact they may have on the statistical tests you might use. 4.Create race/ethnicity groups from the RACE2 variable according to the following groupings: White, Black, Hispanic, and all other race/ethnicity groups. A response of “don’t know/not sure/refused” should be treated as missing.

Instructions continued: 5.Calculate mean, median, SD, and 95% CI for each of the following variables by sex and race/ethnicity: PHYSHLTH, MENTHLTH, POORHLTH, and UNHEALTH. 6.Perform simple t-tests on PHYSHLTH, MENTHLTH, POORHLTH, and UNHEALTH variables according to sex. 7.Conduct separate, simple ANOVAs with post-hoc comparisons treating PHYSHLTH, MENTHLTH, POORHLTH, and UNHEALTH as dependent variables and race/ethnicity as an independent variable. 8.Print out statistical program code and output results. 9.Answer the following questions.

Questions: What are the mean, median, SD, and 95% CI for males and females on the following variables: PHYSHLTH, MENTHLTH, POORHLTH, and UNHEALTH? For Whites, Blacks, Hispanics and all other race/ethnicities? Are there any statistically significant differences between males and females on the following variables: PHYSHLTH, MENTHLTH, POORHLTH, and UNHEALTH? Provide your determination and the relevant statistic(s) used to make the decision. Are there any statistically significant differences on each of the following variables according to race/ethnicity: PHYSHLTH, MENTHLTH, POORHLTH, and UNHEALTH? Provide your determination and the relevant statistic(s) used to make the decision.