Теория статистического вывода - 64 стр.

IV. Критические значения распределения Фишера Fα(df1, df2)
                                                          Число степеней свободы для бóльшей дисперсии df1
 df2
        1       2       3       4       5       6        7      8      9      10       11  12     13     14    15      16      17      18      19      20
                                                                               α = 0,05
  1     161     199     216     225     230     234     237   239     241    242      243 244    245    245    246     246     247     247     248     248
  2    18,51   19,00   19,16   19,25   19,30   19,33   19,35 19,37 19,38 19,40 19,40 19,41 19,42 19,42        19,43   19,43   19,44   19,44   19,44   19,45
  3    10,13   9,552   9,277   9,117   9,013   8,941   8,887 8,845 8,812 8,785 8,763 8,745 8,729 8,715        8,703   8,692   8,683   8,675   8,667   8,660
  4    7,709   6,944   6,591   6,388   6,256   6,163   6,094 6,041 5,999 5,964 5,936 5,912 5,891 5,873        5,858   5,844   5,832   5,821   5,811   5,803
  5    6,608   5,786   5,409   5,192   5,050   4,950   4,876 4,818 4,772 4,735 4,704 4,678 4,655 4,636        4,619   4,604   4,590   4,579   4,568   4,558
  6    5,987   5,143   4,757   4,534   4,387   4,284   4,207 4,147 4,099 4,060 4,027 4,000 3,976 3,956        3,938   3,922   3,908   3,896   3,884   3,874
  7    5,591   4,737   4,347   4,120   3,972   3,866   3,787 3,726 3,677 3,637 3,603 3,575 3,550 3,529        3,511   3,494   3,480   3,467   3,455   3,445
  8    5,318   4,459   4,066   3,838   3,688   3,581   3,500 3,438 3,388 3,347 3,313 3,284 3,259 3,237        3,218   3,202   3,187   3,173   3,161   3,150
  9    5,117   4,256   3,863   3,633   3,482   3,374   3,293 3,230 3,179 3,137 3,102 3,073 3,048 3,025        3,006   2,989   2,974   2,960   2,948   2,936
 10    4,965   4,103   3,708   3,478   3,326   3,217   3,135 3,072 3,020 2,978 2,943 2,913 2,887 2,865        2,845   2,828   2,812   2,798   2,785   2,774
 11    4,844   3,982   3,587   3,357   3,204   3,095   3,012 2,948 2,896 2,854 2,818 2,788 2,761 2,739        2,719   2,701   2,685   2,671   2,658   2,646
 12    4,747   3,885   3,490   3,259   3,106   2,996   2,913 2,849 2,796 2,753 2,717 2,687 2,660 2,637        2,617   2,599   2,583   2,568   2,555   2,544
 13    4,667   3,806   3,411   3,179   3,025   2,915   2,832 2,767 2,714 2,671 2,635 2,604 2,577 2,554        2,533   2,515   2,499   2,484   2,471   2,459
 14    4,600   3,739   3,344   3,112   2,958   2,848   2,764 2,699 2,646 2,602 2,565 2,534 2,507 2,484        2,463   2,445   2,428   2,413   2,400   2,388
 15    4,543   3,682   3,287   3,056   2,901   2,790   2,707 2,641 2,588 2,544 2,507 2,475 2,448 2,424        2,403   2,385   2,368   2,353   2,340   2,328
                                                                               α = 0,01
  1    4052    4999    5404    5624    5764    5859    5928 5981 6022 6056 6083 6107 6126 6143                6157    6170    6181    6191    6201    6209
  2    98,50   99,00   99,16   99,25   99,30   99,33   99,36 99,38 99,39 99,40 99,41 99,42 99,42 99,43        99,43   99,44   99,44   99,44   99,45   99,45
  3    34,12   30,82   29,46   28,71   28,24   27,91   27,67 27,49 27,34 27,23 27,13 27,05 26,98 26,92        26,87   26,83   26,79   26,75   26,72   26,69
  4    21,20   18,00   16,69   15,98   15,52   15,21   14,98 14,80 14,66 14,55 14,45 14,37 14,31 14,25        14,20   14,15   14,11   14,08   14,05   14,02
  5    16,26   13,27   12,06   11,39   10,97   10,67   10,46 10,29 10,16 10,05 9,963 9,888 9,825 9,770        9,722   9,680   9,643   9,609   9,580   9,553
  6    13,75   10,92   9,780   9,148   8,746   8,466   8,260 8,102 7,976 7,874 7,790 7,718 7,657 7,605        7,559   7,519   7,483   7,451   7,422   7,396
  7    12,25   9,547   8,451   7,847   7,460   7,191   6,993 6,840 6,719 6,620 6,538 6,469 6,410 6,359        6,314   6,275   6,240   6,209   6,181   6,155
  8    11,26   8,649   7,591   7,006   6,632   6,371   6,178 6,029 5,911 5,814 5,734 5,667 5,609 5,559        5,515   5,477   5,442   5,412   5,384   5,359
  9    10,56   8,022   6,992   6,422   6,057   5,802   5,613 5,467 5,351 5,257 5,178 5,111 5,055 5,005        4,962   4,924   4,890   4,860   4,833   4,808
 10    10,04   7,559   6,552   5,994   5,636   5,386   5,200 5,057 4,942 4,849 4,772 4,706 4,650 4,601        4,558   4,520   4,487   4,457   4,430   4,405
 11    9,646   7,206   6,217   5,668   5,316   5,069   4,886 4,744 4,632 4,539 4,462 4,397 4,342 4,293        4,251   4,213   4,180   4,150   4,123   4,099
 12    9,330   6,927   5,953   5,412   5,064   4,821   4,640 4,499 4,388 4,296 4,220 4,155 4,100 4,052        4,010   3,972   3,939   3,910   3,883   3,858
 13    9,074   6,701   5,739   5,205   4,862   4,620   4,441 4,302 4,191 4,100 4,025 3,960 3,905 3,857        3,815   3,778   3,745   3,716   3,689   3,665
 14    8,862   6,515   5,564   5,035   4,695   4,456   4,278 4,140 4,030 3,939 3,864 3,800 3,745 3,698        3,656   3,619   3,586   3,556   3,529   3,505
 15    8,683   6,359   5,417   4,893   4,556   4,318   4,142 4,004 3,895 3,805 3,730 3,666 3,612 3,564        3,522   3,485   3,452   3,423   3,396   3,372