Теория статистического вывода - 68 стр.

Критические значения распределения Фишера Fα(df1, df2) (продолжение)

                                                         Число степеней свободы для бóльшей дисперсии df1
df2
       21      22      23      24      25      26       27    28      29     30       31  32     33     34    35      36      37      38      39      40
                                                                              α = 0,05
  1    248     249     249     249     249     249     250   250     250    250      250 250    250    251    251     251     251     251     251     251
  2   19,45   19,45   19,45   19,45   19,46   19,46   19,46 19,46 19,46 19,46 19,46 19,46 19,47 19,47        19,47   19,47   19,47   19,47   19,47   19,47
  3   8,654   8,648   8,643   8,638   8,634   8,630   8,626 8,623 8,620 8,617 8,614 8,611 8,609 8,606        8,604   8,602   8,600   8,598   8,596   8,594
  4   5,795   5,787   5,781   5,774   5,769   5,763   5,759 5,754 5,750 5,746 5,742 5,739 5,735 5,732        5,729   5,727   5,724   5,722   5,719   5,717
  5   4,549   4,541   4,534   4,527   4,521   4,515   4,510 4,505 4,500 4,496 4,492 4,488 4,484 4,481        4,478   4,474   4,472   4,469   4,466   4,464
  6   3,865   3,856   3,849   3,841   3,835   3,829   3,823 3,818 3,813 3,808 3,804 3,800 3,796 3,792        3,789   3,786   3,783   3,780   3,777   3,774
  7   3,435   3,426   3,418   3,410   3,404   3,397   3,391 3,386 3,381 3,376 3,371 3,367 3,363 3,359        3,356   3,352   3,349   3,346   3,343   3,340
  8   3,140   3,131   3,123   3,115   3,108   3,102   3,095 3,090 3,084 3,079 3,075 3,070 3,066 3,062        3,059   3,055   3,052   3,049   3,046   3,043
  9   2,926   2,917   2,908   2,900   2,893   2,886   2,880 2,874 2,869 2,864 2,859 2,854 2,850 2,846        2,842   2,839   2,835   2,832   2,829   2,826
 10   2,764   2,754   2,745   2,737   2,730   2,723   2,716 2,710 2,705 2,700 2,695 2,690 2,686 2,681        2,678   2,674   2,670   2,667   2,664   2,661
 11   2,636   2,626   2,617   2,609   2,601   2,594   2,588 2,582 2,576 2,570 2,565 2,561 2,556 2,552        2,548   2,544   2,541   2,537   2,534   2,531
 12   2,533   2,523   2,514   2,505   2,498   2,491   2,484 2,478 2,472 2,466 2,461 2,456 2,452 2,447        2,443   2,439   2,436   2,432   2,429   2,426
 13   2,448   2,438   2,429   2,420   2,412   2,405   2,398 2,392 2,386 2,380 2,375 2,370 2,366 2,361        2,357   2,353   2,349   2,346   2,342   2,339
 14   2,377   2,367   2,357   2,349   2,341   2,333   2,326 2,320 2,314 2,308 2,303 2,298 2,293 2,289        2,284   2,280   2,277   2,273   2,270   2,266
 15   2,316   2,306   2,297   2,288   2,280   2,272   2,265 2,259 2,253 2,247 2,241 2,236 2,232 2,227        2,223   2,219   2,215   2,211   2,208   2,204
                                                                              α = 0,01
  1   6216    6223    6229    6234    6240    6245    6249 6253 6257 6260 6264 6267 6270 6273                6275    6278    6280    6283    6285    6286
  2   99,45   99,46   99,46   99,46   99,46   99,46   99,46 99,46 99,46 99,47 99,47 99,47 99,47 99,47        99,47   99,47   99,47   99,47   99,47   99,48
  3   26,66   26,64   26,62   26,60   26,58   26,56   26,55 26,53 26,52 26,50 26,49 26,48 26,47 26,46        26,45   26,44   26,43   26,43   26,42   26,41
  4   13,99   13,97   13,95   13,93   13,91   13,89   13,88 13,86 13,85 13,84 13,83 13,81 13,80 13,79        13,79   13,78   13,77   13,76   13,75   13,75
  5   9,528   9,506   9,485   9,466   9,449   9,433   9,418 9,404 9,391 9,379 9,368 9,357 9,347 9,338        9,329   9,321   9,313   9,305   9,298   9,291
  6   7,372   7,351   7,331   7,313   7,296   7,281   7,266 7,253 7,240 7,229 7,218 7,207 7,198 7,189        7,180   7,172   7,164   7,157   7,150   7,143
  7   6,132   6,111   6,092   6,074   6,058   6,043   6,029 6,016 6,003 5,992 5,981 5,971 5,962 5,953        5,944   5,936   5,929   5,922   5,915   5,908
  8   5,336   5,316   5,297   5,279   5,263   5,248   5,234 5,221 5,209 5,198 5,188 5,178 5,168 5,159        5,151   5,143   5,136   5,129   5,122   5,116
  9   4,786   4,765   4,746   4,729   4,713   4,698   4,684 4,672 4,660 4,649 4,638 4,628 4,619 4,610        4,602   4,594   4,587   4,580   4,573   4,567
 10   4,383   4,363   4,344   4,327   4,311   4,296   4,283 4,270 4,258 4,247 4,236 4,227 4,217 4,209        4,201   4,193   4,185   4,178   4,172   4,165
 11   4,077   4,057   4,038   4,021   4,005   3,990   3,977 3,964 3,952 3,941 3,931 3,921 3,912 3,903        3,895   3,887   3,880   3,873   3,866   3,860
 12   3,836   3,816   3,798   3,780   3,765   3,750   3,736 3,724 3,712 3,701 3,690 3,681 3,671 3,663        3,654   3,647   3,639   3,632   3,626   3,619
 13   3,643   3,622   3,604   3,587   3,571   3,556   3,543 3,530 3,518 3,507 3,497 3,487 3,478 3,469        3,461   3,453   3,445   3,438   3,432   3,425
 14   3,483   3,463   3,444   3,427   3,412   3,397   3,383 3,371 3,359 3,348 3,337 3,327 3,318 3,309        3,301   3,293   3,286   3,279   3,272   3,266
 15   3,350   3,330   3,311   3,294   3,278   3,264   3,250 3,237 3,225 3,214 3,204 3,194 3,184 3,176        3,167   3,160   3,152   3,145   3,138   3,132