Significancia de F de Fisher

Para calcular la significancia de un valor F, éste debe ser mayor que el del percentil correspondiente.

PERCENTILES DE LA DISTRIBUCION F
NUM ⇒ 1 | 2 | 3 | 4 | 5

DEN ⇓ P₉₅ P₉₉ P_99.9 | P₉₅ P₉₉ P_99.9 | P₉₅ P₉₉ P_99.9 | P₉₅ P₉₉ P_99.9 | P₉₅ P₉₉ P_99.9

4 7.7086 21.1977 74.1373 | 6.9443 18.0000 61.2456 | 6.5914 16.6944 56.1772 | 6.3882 15.9770 53.4358 | 6.2561 15.5219 51.7116

5 6.6079 16.2582 47.1808 | 5.7861 13.2739 37.1223 | 5.4095 12.0600 33.2025 | 5.1922 11.3919 31.0850 | 5.0503 10.9670 29.7524

6 5.9874 13.7450 35.5075 | 5.1433 10.9248 27.0000 | 4.7571 9.7795 23.7033 | 4.5337 9.1483 21.9235 | 4.3874 8.7459 20.8027

7 5.5914 12.2464 29.2452 | 4.7374 9.5466 21.6890 | 4.3468 8.4513 18.7723 | 4.1203 7.8466 17.1980 | 3.9715 7.4604 16.2058

8 5.3177 11.2586 25.4148 | 4.4590 8.6491 18.4937 | 4.0662 7.5910 15.8295 | 3.8379 7.0061 14.3916 | 3.6875 6.6318 13.4847

9 5.1174 10.5614 22.8571 | 4.2565 8.0215 16.3871 | 3.8625 6.9919 13.9018 | 3.6331 6.4221 12.5603 | 3.4817 6.0569 11.7137

10 4.9646 10.0443 21.0396 | 4.1028 7.5594 14.9054 | 3.7083 6.5523 12.5527 | 3.4780 5.9943 11.2828 | 3.3258 5.6363 10.4807

11 4.8443 9.6460 19.6868 | 3.9823 7.2057 13.8116 | 3.5874 6.2167 11.5611 | 3.3567 5.6683 10.3461 | 3.2039 5.3160 9.5784

12 4.7472 9.3302 18.6433 | 3.8853 6.9266 12.9737 | 3.4903 5.9525 10.8042 | 3.2592 5.4120 9.6327 | 3.1059 5.0643 8.8921

13 4.6672 9.0738 17.8154 | 3.8056 6.7010 12.3127 | 3.4105 5.7394 10.2089 | 3.1791 5.2053 9.0727 | 3.0254 4.8616 8.3541

14 4.6001 8.8616 17.1434 | 3.7389 6.5149 11.7789 | 3.3439 5.5639 9.7294 | 3.1122 5.0354 8.6223 | 2.9582 4.6950 7.9218

15 4.5431 8.6831 16.5874 | 3.6823 6.3589 11.3391 | 3.2874 5.4170 9.3353 | 3.0556 4.8932 8.2527 | 2.9013 4.5556 7.5674

16 4.4940 8.5310 16.1202 | 3.6337 6.2262 10.9710 | 3.2389 5.2922 9.0059 | 3.0069 4.7726 7.9442 | 2.8524 4.4374 7.2719

17 4.4513 8.3997 15.7222 | 3.5915 6.1121 10.6584 | 3.1968 5.1850 8.7269 | 2.9647 4.6690 7.6831 | 2.8100 4.3359 7.0219

18 4.4139 8.2854 15.3793 | 3.5546 6.0129 10.3899 | 3.1599 5.0919 8.4875 | 2.9277 4.5790 7.4593 | 2.7729 4.2479 6.8078

19 4.3807 8.1849 15.0808 | 3.5219 5.9259 10.1568 | 3.1274 5.0103 8.2799 | 2.8951 4.5003 7.2655 | 2.7401 4.1708 6.6225

20 4.3512 8.0960 14.8188 | 3.4928 5.8489 9.9526 | 3.0984 4.9382 8.0984 | 2.8661 4.4307 7.0960 | 2.7109 4.1027 6.4606

21 4.3248 8.0166 14.5869 | 3.4668 5.7804 9.7723 | 3.0725 4.8740 7.9383 | 2.8401 4.3688 6.9467 | 2.6848 4.0421 6.3179

22 4.3009 7.9454 14.3803 | 3.4434 5.7190 9.6120 | 3.0491 4.8166 7.7960 | 2.8167 4.3134 6.8142 | 2.6613 3.9880 6.1914

23 4.2793 7.8811 14.1950 | 3.4221 5.6637 9.4685 | 3.0280 4.7649 7.6688 | 2.7955 4.2636 6.6957 | 2.6400 3.9392 6.0783

24 4.2597 7.8229 14.0280 | 3.4028 5.6136 9.3394 | 3.0088 4.7181 7.5545 | 2.7763 4.2184 6.5892 | 2.6207 3.8951 5.9768

25 4.2417 7.7698 13.8767 | 3.3852 5.5680 9.2225 | 2.9912 4.6755 7.4511 | 2.7587 4.1774 6.4931 | 2.6030 3.8550 5.8851

26 4.2252 7.7213 13.7390 | 3.3690 5.5263 9.1163 | 2.9752 4.6366 7.3572 | 2.7426 4.1400 6.4057 | 2.5868 3.8183 5.8018

27 4.2100 7.6767 13.6131 | 3.3541 5.4881 9.0194 | 2.9604 4.6009 7.2715 | 2.7278 4.1056 6.3261 | 2.5719 3.7848 5.7259

28 4.1960 7.6356 13.4976 | 3.3404 5.4529 8.9305 | 2.9467 4.5681 7.1931 | 2.7141 4.0740 6.2532 | 2.5581 3.7539 5.6565

29 4.1830 7.5977 13.3912 | 3.3277 5.4204 8.8488 | 2.9340 4.5378 7.1210 | 2.7014 4.0449 6.1863 | 2.5454 3.7254 5.5927

30 4.1709 7.5625 13.2930 | 3.3158 5.3903 8.7734 | 2.9223 4.5097 7.0545 | 2.6896 4.0179 6.1245 | 2.5336 3.6990 5.5339

50 4.0343 7.1706 12.2221 | 3.1826 5.0566 7.9564 | 2.7900 4.1993 6.3364 | 2.5572 3.7195 5.4593 | 2.4004 3.4077 4.9013

75 3.9685 6.9854 11.7308 | 3.1186 4.8999 7.5849 | 2.7266 4.0540 6.0114 | 2.4937 3.5801 5.1592 | 2.3366 3.2716 4.6166

100 3.9361 6.8953 11.4954 | 3.0873 4.8239 7.4077 | 2.6955 3.9837 5.8568 | 2.4626 3.5127 5.0167 | 2.3053 3.2059 4.4815

NUM ⇒	1			\|	2			\|	3			\|	4			\|	5
DEN ⇓	P₉₅	P₉₉	P_99.9	\|	P₉₅	P₉₉	P_99.9	\|	P₉₅	P₉₉	P_99.9	\|	P₉₅	P₉₉	P_99.9	\|	P₉₅	P₉₉	P_99.9
4	7.7086	21.1977	74.1373	\|	6.9443	18.0000	61.2456	\|	6.5914	16.6944	56.1772	\|	6.3882	15.9770	53.4358	\|	6.2561	15.5219	51.7116
5	6.6079	16.2582	47.1808	\|	5.7861	13.2739	37.1223	\|	5.4095	12.0600	33.2025	\|	5.1922	11.3919	31.0850	\|	5.0503	10.9670	29.7524
6	5.9874	13.7450	35.5075	\|	5.1433	10.9248	27.0000	\|	4.7571	9.7795	23.7033	\|	4.5337	9.1483	21.9235	\|	4.3874	8.7459	20.8027
7	5.5914	12.2464	29.2452	\|	4.7374	9.5466	21.6890	\|	4.3468	8.4513	18.7723	\|	4.1203	7.8466	17.1980	\|	3.9715	7.4604	16.2058
8	5.3177	11.2586	25.4148	\|	4.4590	8.6491	18.4937	\|	4.0662	7.5910	15.8295	\|	3.8379	7.0061	14.3916	\|	3.6875	6.6318	13.4847
9	5.1174	10.5614	22.8571	\|	4.2565	8.0215	16.3871	\|	3.8625	6.9919	13.9018	\|	3.6331	6.4221	12.5603	\|	3.4817	6.0569	11.7137
10	4.9646	10.0443	21.0396	\|	4.1028	7.5594	14.9054	\|	3.7083	6.5523	12.5527	\|	3.4780	5.9943	11.2828	\|	3.3258	5.6363	10.4807
11	4.8443	9.6460	19.6868	\|	3.9823	7.2057	13.8116	\|	3.5874	6.2167	11.5611	\|	3.3567	5.6683	10.3461	\|	3.2039	5.3160	9.5784
12	4.7472	9.3302	18.6433	\|	3.8853	6.9266	12.9737	\|	3.4903	5.9525	10.8042	\|	3.2592	5.4120	9.6327	\|	3.1059	5.0643	8.8921
13	4.6672	9.0738	17.8154	\|	3.8056	6.7010	12.3127	\|	3.4105	5.7394	10.2089	\|	3.1791	5.2053	9.0727	\|	3.0254	4.8616	8.3541
14	4.6001	8.8616	17.1434	\|	3.7389	6.5149	11.7789	\|	3.3439	5.5639	9.7294	\|	3.1122	5.0354	8.6223	\|	2.9582	4.6950	7.9218
15	4.5431	8.6831	16.5874	\|	3.6823	6.3589	11.3391	\|	3.2874	5.4170	9.3353	\|	3.0556	4.8932	8.2527	\|	2.9013	4.5556	7.5674
16	4.4940	8.5310	16.1202	\|	3.6337	6.2262	10.9710	\|	3.2389	5.2922	9.0059	\|	3.0069	4.7726	7.9442	\|	2.8524	4.4374	7.2719
17	4.4513	8.3997	15.7222	\|	3.5915	6.1121	10.6584	\|	3.1968	5.1850	8.7269	\|	2.9647	4.6690	7.6831	\|	2.8100	4.3359	7.0219
18	4.4139	8.2854	15.3793	\|	3.5546	6.0129	10.3899	\|	3.1599	5.0919	8.4875	\|	2.9277	4.5790	7.4593	\|	2.7729	4.2479	6.8078
19	4.3807	8.1849	15.0808	\|	3.5219	5.9259	10.1568	\|	3.1274	5.0103	8.2799	\|	2.8951	4.5003	7.2655	\|	2.7401	4.1708	6.6225
20	4.3512	8.0960	14.8188	\|	3.4928	5.8489	9.9526	\|	3.0984	4.9382	8.0984	\|	2.8661	4.4307	7.0960	\|	2.7109	4.1027	6.4606
21	4.3248	8.0166	14.5869	\|	3.4668	5.7804	9.7723	\|	3.0725	4.8740	7.9383	\|	2.8401	4.3688	6.9467	\|	2.6848	4.0421	6.3179
22	4.3009	7.9454	14.3803	\|	3.4434	5.7190	9.6120	\|	3.0491	4.8166	7.7960	\|	2.8167	4.3134	6.8142	\|	2.6613	3.9880	6.1914
23	4.2793	7.8811	14.1950	\|	3.4221	5.6637	9.4685	\|	3.0280	4.7649	7.6688	\|	2.7955	4.2636	6.6957	\|	2.6400	3.9392	6.0783
24	4.2597	7.8229	14.0280	\|	3.4028	5.6136	9.3394	\|	3.0088	4.7181	7.5545	\|	2.7763	4.2184	6.5892	\|	2.6207	3.8951	5.9768
25	4.2417	7.7698	13.8767	\|	3.3852	5.5680	9.2225	\|	2.9912	4.6755	7.4511	\|	2.7587	4.1774	6.4931	\|	2.6030	3.8550	5.8851
26	4.2252	7.7213	13.7390	\|	3.3690	5.5263	9.1163	\|	2.9752	4.6366	7.3572	\|	2.7426	4.1400	6.4057	\|	2.5868	3.8183	5.8018
27	4.2100	7.6767	13.6131	\|	3.3541	5.4881	9.0194	\|	2.9604	4.6009	7.2715	\|	2.7278	4.1056	6.3261	\|	2.5719	3.7848	5.7259
28	4.1960	7.6356	13.4976	\|	3.3404	5.4529	8.9305	\|	2.9467	4.5681	7.1931	\|	2.7141	4.0740	6.2532	\|	2.5581	3.7539	5.6565
29	4.1830	7.5977	13.3912	\|	3.3277	5.4204	8.8488	\|	2.9340	4.5378	7.1210	\|	2.7014	4.0449	6.1863	\|	2.5454	3.7254	5.5927
30	4.1709	7.5625	13.2930	\|	3.3158	5.3903	8.7734	\|	2.9223	4.5097	7.0545	\|	2.6896	4.0179	6.1245	\|	2.5336	3.6990	5.5339
50	4.0343	7.1706	12.2221	\|	3.1826	5.0566	7.9564	\|	2.7900	4.1993	6.3364	\|	2.5572	3.7195	5.4593	\|	2.4004	3.4077	4.9013
75	3.9685	6.9854	11.7308	\|	3.1186	4.8999	7.5849	\|	2.7266	4.0540	6.0114	\|	2.4937	3.5801	5.1592	\|	2.3366	3.2716	4.6166
100	3.9361	6.8953	11.4954	\|	3.0873	4.8239	7.4077	\|	2.6955	3.9837	5.8568	\|	2.4626	3.5127	5.0167	\|	2.3053	3.2059	4.4815