I only need the table filled in. You do NOT have to answer parts a and b thank you. Also no need to show work for filling in the table The General Social Survey collects data on demographics, education, and work, among manyother characteristics of US residents. Using ANOVA we can consider educational attainmentlevels for all 1,172 respondents at once. Below are the distributions of hours worked byeducational attainment and relevant summary statistics;Educational attainmentHS39.614.97Jr CollBachelor's42.5513.62Less than HSTotalGraduste40.85Mean38.6741.3940.45SD15.8118.115.5115.17121546972531551,172(a) Write hypotheses for evaluating whether the average number of hours worked variesacross the five groups.(b) Below is part of the output associated with this test. Fill in the empty cells (use theknowledge covered in class for determining Df, Sum Sq, Mean Sq and F value;DfSum Sq.Mean SqF TestPr (>F)Between Groups501.540.0682Within Groups267382Sum Sq. Total

DF SS MS F p-value Between Groups 4 2006.16 501.54 2.188992 0.068193 Within Groups 1167 267382 229.1191 Total 1171 269388.2 Degree of freedom dfbetween = k - 1 = 5-1 = 4dferror = n -k = 1171-4 = 1167dftotal = n -1 = 1172-1 = 1171 Sum of squareSSR = MSR x dfbetween = 501.54 x 4 = 2006.16SST =SSR +SSE = 269388.2 Mean square within groups = SSE/df = 229.1191 The F -statistic is given byF = MSbetweenMSwithin=501.54229.1191F = 2.189b) The null and alternative hypotheses are H0: Mean for all groups are the same.H1: Mean for at least two groups are different.