1) Here, we will use the American National Election Survey (ANES) to conduct an ANOVA test of the relationship between political party, PID3, and feeling thermometer ratings of white people, V162314. Political party is grouped into three categories: (1) strong, not very strong, and independent-leaning Democrats; (2) Independents; and (3) strong, not very strong, and independent-leaning Republicans. The feeling thermometer ranges from 0 (cold) to 100 (warm). Is political affiliation related to feelings about whites as a group? A) Open the ANES2016.dta and use the oneway" command to generate an ANOVA test examining mean differences in feelings about whites across political affiliations. B)According to the output, what are the sample means for Republicans, Democrats, and Independents? Rank the groups in order of feelings of warmth toward whites. C)What is the null hypothesis for this ANOVA test? The alternative hypothesis? 4. What is the sample F? Use information from the output to show how the sample F was calculated. E)What is the actual p-value associated with the F-statistic reported on the output? F)What does the result of Bartlett's test for equal variances mean? G)Use the "pwmean" command to run Tukey's post-hoc test. H)Which of the particular group means are different from each other at the .05 alpha level?