35
v2 | Квантили F-распределения уровня α = 0,995 для степени свободы v1 |
1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 12 | 15 | 20 | 24 | 30 | 40 | 60 | 120 | ? |
1 | 16211 | 20000 | 21615 | 22500 | 23056 | 23437 | 23715 | 23925 | 24091 | 24224 | 24426 | 24630 | 24836 | 24940 | 25044 | 25148 | 25253 | 25359 | 25465 |
2 | 198,50 | 199,00 | 199,17 | 199,25 | 199,30 | 199,33 | 199,36 | 199,37 | 199,39 | 199,40 | 199,42 | 199,43 | 199,45 | 199,46 | 199,47 | 199,47 | 199,48 | 199,49 | 199,51 |
3 | 55,552 | 49,799 | 47,467 | 46,195 | 45,392 | 44,838 | 44,434 | 44,126 | 43,882 | 43,686 | 43,387 | 43,085 | 42,778 | 42,622 | 42,466 | 42,308 | 42,149 | 41,989 | 41,829 |
4 | 31,333 | 26,284 | 24,259 | 23,155 | 22,456 | 21,975 | 21,622 | 21,352 | 21,139 | 20,967 | 20,705 | 20,438 | 20,167 | 20,030 | 19,892 | 19,752 | 19,611 | 19,468 | 19,325 |
5 | 22,785 | 18,314 | 16,530 | 15,556 | 14,940 | 14,513 | 14,200 | 13,961 | 13,772 | 13,618 | 13,384 | 13,146 | 12,903 | 12,780 | 12,656 | 12,530 | 12,402 | 12,274 | 12,144 |
6 | 18,635 | 14,544 | 12,917 | 12,028 | 11,464 | 11,073 | 10,786 | 10,566 | 10,391 | 10,250 | 10,034 | 9,8140 | 9,5888 | 9,4741 | 9,3583 | 9,2408 | 9,1219 | 9,0015 | 8,8793 |
7 | 16,236 | 12,404 | 10,882 | 10,050 | 9,5221 | 9,1554 | 8,8854 | 8,6781 | 8,5138 | 8,3803 | 8,1764 | 7,9678 | 7,7540 | 7,6450 | 7,5345 | 7,4225 | 7,3088 | 7,1933 | 7,0760 |
8 | 14,688 | 11,042 | 9,5965 | 8,8051 | 8,3018 | 7,9520 | 7,6942 | 7,4960 | 7,3386 | 7,2107 | 7,0149 | 6,8143 | 6,6082 | 6,5029 | 6,3961 | 6,2875 | 6,1772 | 6,0649 | 5,9505 |
9 | 13,614 | 10,107 | 8,7171 | 7,9559 | 7,4711 | 7,1338 | 6,8849 | 6,6933 | 6,5411 | 6,4171 | 6,2274 | 6,0325 | 5,8318 | 5,7292 | 5,6248 | 5,5186 | 5,4104 | 5,3001 | 5,1875 |
10 | 12,826 | 9,4270 | 8,0807 | 7,3428 | 6,8723 | 6,5446 | 6,3025 | 6,1159 | 5,9676 | 5,8467 | 5,6613 | 5,4707 | 5,2740 | 5,1732 | 5,0705 | 4,9659 | 4,8592 | 4,7501 | 4,6385 |
11 | 12,226 | 8,9122 | 7,6004 | 6,8809 | 6,4217 | 6,1015 | 5,8648 | 5,6821 | 5,5368 | 5,4182 | 5,2363 | 5,0489 | 4,8552 | 4,7557 | 4,6543 | 4,5508 | 4,4450 | 4,3367 | 4,2256 |
12 | 11,754 | 8,5096 | 7,2258 | 6,5211 | 6,0711 | 5,7570 | 5,5245 | 5,3451 | 5,2021 | 5,0855 | 4,9063 | 4,7214 | 4,5299 | 4,4315 | 4,3309 | 4,2282 | 4,1229 | 4,0149 | 3,9039 |
13 | 11,374 | 8,1865 | 6,9257 | 6,2335 | 5,7910 | 5,4819 | 5,2529 | 5,0761 | 4,9351 | 4,8199 | 4,6429 | 4,4600 | 4,2703 | 4,1726 | 4,0727 | 3,9704 | 3,8665 | 3,7577 | 3,6465 |
14 | 11,060 | 7,9216 | 6,6803 | 5,9984 | 5,5623 | 5,2574 | 5,0313 | 4,8566 | 4,7173 | 4,6034 | 4,4281 | 4,2468 | 4,0585 | 3,9614 | 3,8619 | 3,7600 | 3,6553 | 3,5473 | 3,4359 |
15 | 10,798 | 7,7008 | 6,4760 | 5,8029 | 5,3721 | 5,0708 | 4,8473 | 4,6743 | 4,5364 | 4,4236 | 4,2498 | 4,0698 | 3,8826 | 3,7859 | 3,6867 | 3,5850 | 3,4803 | 3,3722 | 3,2602 |
16 | 10,575 | 7,5138 | 6,3034 | 5,6378 | 5,2117 | 4,9134 | 4,6920 | 4,5207 | 4,3838 | 4,2719 | 4,0994 | 3,9205 | 3,7342 | 3,6378 | 3,5388 | 3,4372 | 3,3324 | 3,2240 | 3,1115 |
17 | 10,384 | 7,3536 | 6,1556 | 5,4967 | 5,0746 | 4,7789 | 4,5594 | 4,3893 | 4,2535 | 4,1423 | 3,9709 | 3,7929 | 3,6073 | 3,5112 | 3,4124 | 3,3107 | 3,2058 | 3,0971 | 2,9839 |
18 | 10,218 | 7,2148 | 6,0277 | 5,3746 | 4,9560 | 4,6627 | 4,4448 | 4,2759 | 4,1410 | 4,0305 | 3,8599 | 3,6827 | 3,4977 | 3,4017 | 3,3030 | 3,2014 | 3,0962 | 2,9871 | 2,8732 |
19 | 10,073 | 7,0935 | 5,9161 | 5,2681 | 4,8526 | 4,5614 | 4,3448 | 4,1770 | 4,0428 | 3,9329 | 3,7631 | 3,5866 | 3,4020 | 3,3062 | 3,2075 | 3,1058 | 3,0004 | 2,8908 | 2,7762 |
20 | 9,9439 | 6,9865 | 5,8177 | 5,1743 | 4,7616 | 4,4721 | 4,2569 | 4,0900 | 3,9564 | 3,8470 | 3,6779 | 3,5020 | 3,3178 | 3,2220 | 3,1234 | 3,0215 | 2,9159 | 2,8058 | 2,6904 |
21 | 9,8295 | 6,8914 | 5,7304 | 5,0911 | 4,6808 | 4,3931 | 4,1789 | 4,0128 | 3,8799 | 3,7709 | 3,6024 | 3,4270 | 3,2431 | 3,1474 | 3,0488 | 2,9467 | 2,8408 | 2,7302 | 2,6140 |
22 | 9,7271 | 6,8064 | 5,6524 | 5,0168 | 4,6088 | 4,3225 | 4,1094 | 3,9440 | 3,8116 | 3,7030 | 3,5350 | 3,3600 | 3,1764 | 3,0807 | 2,9821 | 2,8799 | 2,7736 | 2,6625 | 2,5455 |
23 | 9,6348 | 6,7300 | 5,5823 | 4,9500 | 4,5441 | 4,2591 | 4,0469 | 3,8822 | 3,7502 | 3,6420 | 3,4745 | 3,2999 | 3,1165 | 3,0208 | 2,9221 | 2,8198 | 2,7132 | 2,6016 | 2,4837 |
24 | 9,5513 | 6,6609 | 5,5190 | 4,8898 | 4,4857 | 4,2019 | 3,9905 | 3,8264 | 3,6949 | 3,5870 | 3,4199 | 3,2456 | 3,0624 | 2,9667 | 2,8679 | 2,7654 | 2,6585 | 2,5463 | 2,4276 |
25 | 9,4753 | 6,5982 | 5,4615 | 4,8351 | 4,4327 | 4,1500 | 3,9394 | 3,7758 | 3,6447 | 3,5370 | 3,3704 | 3,1963 | 3,0133 | 2,9176 | 2,8187 | 2,7160 | 2,6088 | 2,4960 | 2,3765 |
26 | 9,4059 | 6,5409 | 5,4091 | 4,7852 | 4,3844 | 4,1027 | 3,8928 | 3,7297 | 3,5989 | 3,4916 | 3,3252 | 3,1515 | 2,9685 | 2,8728 | 2,7738 | 2,6709 | 2,5633 | 2,4501 | 2,3297 |
27 | 9,3423 | 6,4885 | 5,3611 | 4,7396 | 4,3402 | 4,0594 | 3,8501 | 3,6875 | 3,5571 | 3,4499 | 3,2839 | 3,1104 | 2,9275 | 2,8318 | 2,7327 | 2,6296 | 2,5217 | 2,4079 | 2,2867 |
28 | 9,2838 | 6,4403 | 5,3170 | 4,6977 | 4,2996 | 4,0197 | 3,8110 | 3,6487 | 3,5186 | 3,4117 | 3,2460 | 3,0727 | 2,8899 | 2,7941 | 2,6949 | 2,5916 | 2,4834 | 2,3690 | 2,2469 |
29 | 9,2297 | 6,3958 | 5,2764 | 4,6591 | 4,2622 | 3,9830 | 3,7749 | 3,6130 | 3,4832 | 3,3765 | 3,2111 | 3,0379 | 2,8551 | 2,7594 | 2,6601 | 2,5565 | 2,4479 | 2,3331 | 2,2102 |
30 | 9,1797 | 6,3547 | 5,2388 | 4,6233 | 4,2276 | 3,9492 | 3,7416 | 3,5801 | 3,4505 | 3,3440 | 3,1787 | 3,0057 | 2,8230 | 2,7272 | 2,6278 | 2,5241 | 2,4151 | 2,2998 | 2,1760 |
40 | 8,8278 | 6,0664 | 4,9759 | 4,3738 | 3,9860 | 3,7129 | 3,5088 | 3,3498 | 3,2220 | 3,1167 | 2,9531 | 2,7811 | 2,5984 | 2,5020 | 2,4015 | 2,2958 | 2,1838 | 2,0635 | 1,9318 |
60 | 8,4946 | 5,7950 | 4,7290 | 4,1399 | 3,7600 | 3,4918 | 3,2911 | 3,1344 | 3,0083 | 2,9042 | 2,7419 | 2,5705 | 2,3872 | 2,2898 | 2,1874 | 2,0789 | 1,9622 | 1,8341 | 1,6885 |
120 | 8,1790 | 5,5393 | 4,4973 | 3,9207 | 3,5482 | 3,2849 | 3,0874 | 2,9330 | 2,8083 | 2,7052 | 2,5439 | 2,3727 | 2,1881 | 2,0890 | 1,9839 | 1,8709 | 1,7469 | 1,6055 | 1,4311 |
? | 7,8794 | 5,2983 | 4,2794 | 3,7151 | 3,3499 | 3,0913 | 2,8968 | 2,7444 | 2,6210 | 2,5188 | 2,3583 | 2,1868 | 1,9998 | 1,8983 | 1,7891 | 1,6691 | 1,5325 | 1,3637 | 1,0000 |
(Измененная редакция, Изм. № 1).
ТАБЛИЦА Г.6 - КВАНТИЛИ F-РАСПРЕДЕЛЕНИЯ УРОВНЯ α = 0,9