Question.993 - You are (hypothetically) asked to determine how all 50 schools in your school district are succeeding when 20 have opted for online-only education, 15 have opted for half-day hybrid education, and 15 have been determined to open fully for regular classes. Assuming basic educational information is available, such as grades, averages, student demographic information, and district information, how would you do it using ANOVA? Write up a basic plan addressing the questions below. (Please don't get "lost in the weeds." Make your design elegant and to the point. Write the equivalent of one page or less.)How would you set up the Analysis of Variance analysis? What variables will you use to define "success?" What method of analysis would you use? What measures of variation and covariation would you be examining? Please be succinct.
Answer Below:
To xxx up x plan xxx using xxxxx to xxxxxxxxx how xxx schools xx the xxxxxx district xxx succeeding x would xxxxxxxx them xx independent xxx dependent xxxxxxxxx Academic xxxxxxxxxxx graduation xxxxx standardized xxxx scores xxxxxxx attendance xx any xxxxx relevant xxxxxxxxxx of xxxxxxxxxxx achievement xxx variables xxxx will xx used xx measure xxx success xx the xxxxxxx Huck xxxxxx Success xxx be xxxxxxx as x dependent xxxxxxxx In xxxxxxxx the xxxx of xxxxxxxxx whether xxxxxx only xxxxxxxx hybrid xx regular xxxxxxx can xx defined xx the xxxxxxxxxxx variable xxxx I xxxx define xxx Hypothesis xx test xxx differences xx success xxxxx the xxxxx groups xxx instance xxx Hypothesis xxxx can xx defined xx There xx no xxxxxxxxxxx difference xx success xxxxxx among xxxxxxx with xxxxxxxxx types xx education xxx I xxxxx use x one-way xxxxx to xxxxxxx the xxxx This xxxxx allow xx to xxxxxxx the xxxx school xxxxxxx scores xxx the xxxxx education xxxxxxxx methods xxxx McLean x would xxx an xxxxx level xx to xxxxxxxxx statistical xxxxxxxxxxxx I xxxxx set xx the xxxxx analysis xxxxx statistical xxxxxxxx like xxxx I xxxxx enter xxx data xxx each xxxxxx including xxx type xx education xxxxxxxx method xxx the xxxxxxx of xxxxxx success x would xxxx run xxx ANOVA xxxxxxxx and xxxxxxxxx the xxxxxxx I xxxxx examine xxx between-groups xxx of xxxxxxx SSb xxx the xxxxxxxxxxxxx sum xx squares xxx to xxxxxxx the xxxxxxxxx in xxxxxx success xxxxxx between xxx three xxxxxxxxx delivery xxxxxxx and xxxxxx each xxxxxxxxx delivery xxxxxx respectively xxx I xxxxx also xxxxxxx the xxxxxxxxxxx which xxxxxxxx the xxxxx between xxxxxx and xxxxxxxxxxxx variance x would xx able xx assess xxxxxxx there xxx statistically xxxxxxxxxxx differences xx school xxxxxxxxxxx scores xxxxxxx the xxxxx education xxxxxxxx systems xxxxx on xxx findings xx the xxxxx analysis xxxxxxxxxxxxxx S x McLean x A xxxxx a xxxxxxxx measures xxxxx to xxxxxxx the xxxx from x pretest-posttest xxxxxx A xxxxxxxxxxx confusing xxxx Psychological xxxxxxxx Kim x Y xxxxxxxx of xxxxxxxx ANOVA xxxxxxxxx means xx more xxxx two xxxxxx Restorative xxxxxxxxx endodonticsMore Articles From Statistics
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