X | Ф (X) | X | Ф (х) | X | Ф (X) | X | Ф (х) |
1,26 | 0,3962 | 1,59 | 0,4441 | 1,92 | 0,4726 | 2,50 | 0,4938 |
1,27 | 0,3980 | 1,60 | 0,4452 | 1,93 | 0,4732 | 2,52 | 0,4941 |
1,28 | 0,3997 | 1,61 | 0,4463 | 1,94 | 0,4738 | 2,54 | 0,4945 |
1,29 | 0,4015 | 1,62 | 0,4474 | 1,95 | 0,4744 | 2,56 | 0,4948 |
1,30 | 0,4032 | 1,63 | 0,4484 | 1,96 | 0,4750 | 2,58 | 0,4951 |
1,31 | 0,4049 | 1,64 | 0,4495 | 1,97 | 0,4756 | 2,60 | 0,4953 |
1,32 | 0,4066 | 1,65 | 0,4505 | 1,98 | 0,4761 | 2,62 | 0,4956 |
1,33 | 0,4082 | 1,66 | 0,4515 | 1,99 | 0,4767 | 2,64 | 0,4959 |
1,34 | 0,4099 | 1,67 | 0,4525 | 2,00 | 0,4772 | 2,66 | 0,4961 |
1,35 | 0,4115 | 1,68 | 0,4535 | 2,02 | 0,4783 | 2,68 | 0,4963 |
1,36 | 0,4131 | 1,69 | 0,4545 | 2,04 | 0,4793 | 2,70 | 0,4965 |
1,37 | 0,4147 | 1,70 | 0,4554 | 2,06 | 0,4803 | 2,72 | 0,4967 |
1,38 | 0,4162 | 1,71 | 0,4564 | 2,08 | 0,4812 | 2,74 | 0,4969 |
1,39 | 0,4177 | 1,72 | 0,4573 | 2,10 | 0,4821 | 2,76 | 0,4971 |
1,40 | 0,4192 | 1,73 | 0,4582 | 2,12 | 0,4830 | 2,78 | 0,4973 |
1,41 | 0,4207 | 1,74 | 0,4591 | 2,14 | 0,4838 | 2,80 | 0,4974 |
1,42 | 0,4222 | 1,75 | 0,4599 | 2,16 | 0,4846 | 2,82 | 0,4976 |
1,43 | 0,4236 | 1,76 | 0,4608 | 2,18 | 0,4854 | 2,84 | 0,4977 |
1,44 | 0,4251 | 1,77 | 0,4616 | 2,20 | 0,4861 | 2,86 | 0,4979 |
1,45 | 0,4265 | 1,78 | 0,4625 | 2,22 | 0,4868 | 2,88 | 0,4980 |
1,46 | 0,4279 | 1,79 | 0,4633 | 2,24 | 0,4875 | 2,90 | 0,4981 |
1,47 | 0,4292 | 1,80 | 0,4641 | 2,26 | 0,4881 | 2,92 | 0,4982 |
1,48 | 0,4306 | 1,81 | 0,4649 | 2,28 | 0,4887 | 2,94 | 0,4984 |
1,49 | 0,4319 | 1,82 | 0,4656 | 2,30 | 0,4893 | 2,96 | 0,4985 |
1,50 | 0,4332 | 1,83 | 0,4664 | 2,32 | 0,4898 | 2,98 | 0,4986 |
1,51 | 0,4345 | 1,84 | 0,4671 | 2,34 | 0,4904 | 3,00 | 0,49865 |
1,52 | 0,4357 | 1,85 | 0,4678 | 2,36 | 0,4909 | 3,20 | 0,49931 |
1,53 | 0,4370 | 1,86 | 0,4686 | 2,38 | 0,4913 | 3,40 | 0,49966 |
1,54 | 0,4382 | 1,87 | 0,4693 | 2,40 | 0,4918 | 3,60 | 0,499841 |
1,55 | 0,4394 | 1,88 | 0,4699 | 2,42 | 0,4922 | 3,80 | 0,499928 |
1,56 | 0,4406 | 1,89 | 0,4706 | 2,44 | 0,4927 | 4,00 | 0,499968 |
1,57 | 0,4418 | 1,90 | 0,4713 | 2,46 | 0,4931 | 4,50 | 0,499997 |
1,58 | 0,4429 | 1,91 | 0,4719 | 2,48 | 0,4934 | 5,00 | 0,499997 |
Приложение 8. Критические точки распределения Хи–квадрат
n\Q | 0,995 | 0,99 | 0,975 | 0,95 | 0,05 | 0,025 | 0,01 | 0,005 |
1 | 3,9271E-05 | 0, | 0,0009821 | 0,003932 | 3,841455 | 5,023903 | 6,634891 | 7,8794 |
2 | 0, | 0, | 0,0506357 | 0,102586 | 5,991476 | 7,377779 | 9,210351 | 10,59653 |
3 | 0, | 0, | 0,2157949 | 0,351846 | 7,814725 | 9,348404 | 11,34488 | 12,83807 |
4 | 0, | 0, | 0,484419 | 0,710724 | 9,487728 | 11,14326 | 13,2767 | 14,86017 |
5 | 0, | 0, | 0,8312089 | 1,145477 | 11,07048 | 12,83249 | 15,08632 | 16,74965 |
6 | 0, | 0, | 1,2373419 | 1,63538 | 12,59158 | 14,44935 | 16,81187 | 18,54751 |
7 | 0, | 1, | 1,689864 | 2,167349 | 14,06713 | 16,01277 | 18,47532 | 20,27774 |
8 | 1, | 1, | 2,1797247 | 2,732633 | 15,50731 | 17,53454 | 20,09016 | 21,95486 |
9 | 1, | 2, | 2,7003887 | 3,325115 | 16,91896 | 19,02278 | 21,66605 | 23,58927 |
10 | 2, | 2, | 3,2469635 | 3,940295 | 18,30703 | 20,4832 | 23,20929 | 25,18805 |
11 | 2, | 3, | 3,8157424 | 4,574809 | 19,67515 | 21,92002 | 24,72502 | 26,75686 |
12 | 3,073785 | 3, | 4,4037775 | 5,226028 | 21,02606 | 23,33666 | 26,21696 | 28,29966 |
13 | 3, | 4, | 5,0087376 | 5,891861 | 22,36203 | 24,73558 | 27,68818 | 29,81932 |
14 | 4, | 4, | 5,6287238 | 6,570632 | 23,68478 | 26,11893 | 29,14116 | 31,31943 |
15 | 4, | 5, | 6,2621229 | 7,260935 | 24,9958 | 27,48836 | 30,57795 | 32,80149 |
16 | 5, | 5, | 6,9076641 | 7,961639 | 26,29622 | 28,84532 | 31,99986 | 34,26705 |
17 | 5, | 6, | 7,5641786 | 8,671754 | 27,5871 | 30,19098 | 33,40872 | 35,71838 |
18 | 6, | 7, | 8,2307372 | 9,390448 | 28,86932 | 31,52641 | 34,80524 | 37,15639 |
19 | 6, | 7, | 8,9065144 | 10,11701 | 30,14351 | 32,85234 | 36,19077 | 38,58212 |
20 | 7, | 8, | 9,5907725 | 10,8508 | 31,41042 | 34,16958 | 37,56627 | 39,99686 |
21 | 8, | 8, | 10,282907 | 11,59132 | 32,67056 | 35,47886 | 38,93223 | 41,40094 |
22 | 8, | 9, | 10,98233 | 12,33801 | 33,92446 | 36,78068 | 40,28945 | 42,79566 |
23 | 9, | 10,1956888 | 11,688534 | 13,09051 | 35,17246 | 38,07561 | 41,63833 | 44,18139 |
24 | 9, | 10,8563494 | 12,401146 | 13,84842 | 36,41503 | 39,36406 | 42,97978 | 45,55836 |
25 | 10,5196471 | 11,5239511 | 13,119707 | 14,6114 | 37,65249 | 40,6465 | 44,31401 | 46,92797 |
26 | 11,1602178 | 12,1981769 | 13,843881 | 15,37916 | 38,88513 | 41,92314 | 45,64164 | 48,28978 |
27 | 11,807655 | 12,8784685 | 14,573373 | 16,15139 | 40,11327 | 43,19452 | 46,96284 | 49,64504 |
28 | 12,4612811 | 13,5646661 | 15,307854 | 16,92788 | 41,33715 | 44,46079 | 48,27817 | 50,99356 |
29 | 13,1210666 | 14,2564062 | 16,047051 | 17,70838 | 42,55695 | 45,72228 | 49,58783 | 52,3355 |
30 | 13,7866817 | 14,9534644 | 16,790756 | 18,49267 | 43,77295 | 46,97922 | 50,89218 | 53,67187 |
31 | 14,4577359 | 15,6554669 | 17,538716 | 19,28056 | 44,98534 | 48,23192 | 52,19135 | 55,00248 |
32 | 15,1340182 | 16,3622034 | 18,290791 | 20,07191 | 46,19424 | 49,48044 | 53,48566 | 56,32799 |
33 | 15,8151796 | 17,0734802 | 19,046663 | 20,86652 | 47,3999 | 50,7251 | 54,77545 | 57,64831 |
34 | 16,5012991 | 17,7891043 | 19,806237 | 21,66428 | 48,60236 | 51,96602 | 56,06085 | 58,96371 |
35 | 17,1917287 | 18,5088696 | 20,56938 | 22,46501 | 49,80183 | 53,20331 | 57,34199 | 60,27459 |
36 | 17,8867503 | 19,2326276 | 21,335873 | 23,26862 | 50,99848 | 54,43726 | 58,61915 | 61,58107 |
37 | 18,5858845 | 19,9602677 | 22,105616 | 24,07494 | 52,19229 | 55,66798 | 59,89256 | 62,88317 |
38 | 19,2888188 | 20,6914104 | 22,878489 | 24,88389 | 53,38351 | 56,89549 | 61,16202 | 64,18123 |
39 | 19,9958261 | 21,4261387 | 23,6543 | 25,69538 | 54,57224 | 58,12005 | 62,42809 | 65,47532 |
40 | 20,7065768 | 22,1642012 | 24,433058 | 26,5093 | 55,75849 | 59,34168 | 63,69077 | 66,76605 |
41 | 21,4207505 | 22,9055588 | 25,214518 | 27,32556 | 56,9424 | 60,56055 | 64,94998 | 68,05263 |
42 | 22,138381 | 23,6501414 | 25,998657 | 28,14405 | 58,12403 | 61,77672 | 66,20629 | 69,33604 |
43 | 22,8595681 | 24,3975687 | 26,785369 | 28,96471 | 59,30352 | 62,99031 | 67,45929 | 70,61573 |
44 | 23,5836204 | 25,1480117 | 27,574543 | 29,7875 | 60,4809 | 64,20141 | 68,70964 | 71,89234 |
45 | 24,310982 | 25,9012003 | 28,366177 | 30,61226 | 61,65622 | 65,41013 | 69,9569 | 73,16604 |
46 | 25,0413006 | 26,657186 | 29,160024 | 31,439 | 62,82961 | 66,61647 | 71,2015 | 74,43671 |
47 | 25,7745002 | 27,4158207 | 29,95616 | 32,26761 | 64,00113 | 67,82064 | 72,44317 | 75,70385 |
48 | 26,5106735 | 28,1769725 | 30,754499 | 33,09807 | 65,17076 | 69,02257 | 73,68256 | 76,96892 |
49 | 27,2493695 | 28,9405947 | 31,55493 | 33,93029 | 66,33865 | 70,22236 | 74,91939 | 78,23055 |
50 | 27,9908247 | 29,7067253 | 32,357385 | 34,76424 | 67,50481 | 71,42019 | 76,1538 | 79,48984 |
51 | 28,7347386 | 30,4750107 | 33,161795 | 35,59986 | 68,66932 | 72,61603 | 77,38601 | 80,74645 |
52 | 29,4810772 | 31,2456863 | 33,968133 | 36,43708 | 69,83216 | 73,80992 | 78,61563 | 82,00062 |
53 | 30,2300184 | 32,0185478 | 34,776303 | 37,27589 | 70,99343 | 75,0019 | 79,84336 | 83,25251 |
54 | 30,9811231 | 32,79343 | 35,586332 | 38,1162 | 72,15321 | 76,19206 | 81,06878 | 84,50176 |
55 | 31,7348945 | 33,5705164 | 36,398113 | 38,95805 | 73,31148 | 77,38044 | 82,29198 | 85,74906 |
56 | 32,4906266 | 34,3495447 | 37,211566 | 39,80127 | 74,46829 | 78,56713 | 83,51355 | 86,99398 |
57 | 33,2482311 | 35,1305593 | 38,026716 | 40,64592 | 75,62372 | 79,75218 | 84,73265 | 88,23656 |
58 | 34,008467 | 35,9135101 | 38,843521 | 41,49198 | 76,77778 | 80,9356 | 85,95015 | 89,47699 |
59 | 34,7703768 | 36,6981753 | 39,661852 | 42,3393 | 77,93049 | 82,11737 | 87,16583 | 90,71533 |
60 | 35,5343972 | 37,4847956 | 40,481707 | 43,18797 | 79,08195 | 83,29771 | 88,37943 | 91,95181 |
61 | 36,3004603 | 38,2731954 | 41,303169 | 44,0379 | 80,23209 | 84,4764 | 89,59122 | 93,18622 |
62 | 37,0683273 | 39,0632584 | 42,125992 | 44,88904 | 81,38098 | 85,6537 | 90,8015 | 94,41853 |
63 | 37,838301 | 39,8550871 | 42,950306 | 45,74135 | 82,52872 | 86,82963 | 92,00989 | 95,64919 |
64 | 38,6097353 | 40,648514 | 43,775944 | 46,5949 | 83,67524 | 88,00398 | 93,2167 | 96,87794 |
65 | 39,3832265 | 41,4435539 | 44,60297 | 47,44957 | 84,82064 | 89,17716 | 94,422 | 98,10492 |
66 | 40,1582883 | 42,2402456 | 45,431374 | 48,30538 | 85,96494 | 90,34883 | 95,62559 | 99,33027 |
67 | 40,9348768 | 43,0383564 | 46,260996 | 49,16225 | 87,10804 | 91,51933 | 96,82768 | 100,5538 |
68 | 41,7135681 | 43,8380387 | 47,091943 | 50,02026 | 88,25017 | 92,68849 | 98,02832 | 101,7757 |
69 | 42,4934268 | 44,63917 | 47,924119 | 50,87924 | 89,39119 | 93,85648 | 99,22741 | 102,9961 |
70 | 43,275305 | 45,4417001 | 48,757536 | 51,73926 | 90,53126 | 95,02315 | 100,4251 | 104,2148 |
71 | 44,0584365 | 46,2456399 | 49,592165 | 52,6003 | 91,67026 | 96,18873 | 101,6214 | 105,4323 |
72 | 44,8432 | 47,0510202 | 50,42794 | 53,46232 | 92,80827 | 97,35298 | 102,8163 | 106,6473 |
73 | 45,6291399 | 47,8577291 | 51,264784 | 54,3253 | 93,94533 | 98,51621 | 104,0098 | 107,8619 |
74 | 46,4168393 | 48,6656643 | 52,102819 | 55,18922 | 95,08146 | 99,67838 | 105,2019 | 109,0742 |
75 | 47,206144 | 49,4751216 | 52,941919 | 56,05405 | 96,21666 | 100,8393 | 106,3929 | 110,2854 |
76 | 47,9963545 | 50,2855258 | 53,782086 | 56,91982 | 97,35097 | 101,9992 | 107,5824 | 111,4954 |
77 | 48,7884731 | 51,097319 | 54,623321 | 57,78646 | 98,48438 | 103,1581 | 108,7709 | 112,7037 |
78 | 49,5814052 | 51,91041 | 55,465608 | 58,65393 | 99,61696 | 104,3159 | 109,9582 | 113,9107 |
79 | 50,3759668 | 52,7247814 | 56,308873 | 59,52228 | 100,7486 | 105,4727 | 111,144 | 115,1163 |
80 | 51,1719331 | 53,5399831 | 57,153152 | 60,39146 | 101,8795 | 106,6285 | 112,3288 | 116,3209 |
81 | 51,9690425 | 54,3566813 | 57,998401 | 61,2615 | 103,0095 | 107,7834 | 113,5123 | 117,524 |
82 | 52,7671934 | 55,1742752 | 58,844652 | 62,1323 | 104,1387 | 108,9373 | 114,6948 | 118,7261 |
| 53,5668681 | 55,9930085 | 59,691733 | 63,00389 | 105,2672 | 110,0902 | 115,8762 | 119,927 |
84 | 54,3677646 | 56,812925 | 60,539833 | 63,87624 | 106,3949 | 111,2422 | 117,0566 | 121,1262 |
85 | 55,1695015 | 57,633909 | 61,388768 | 64,74937 | 107,5217 | 112,3933 | 118,2356 | 122,3244 |
86 | 55,9725781 | 58,4558827 | 62,238633 | 65,62326 | 108,6479 | 113,5436 | 119,4137 | 123,5218 |
87 | 56,7770135 | 59,2790577 | 63,089365 | 66,49788 | 109,7733 | 114,6929 | 120,5909 | 124,7176 |
88 | 57,5824596 | 60,1029492 | 63,940935 | 67,37323 | 110,898 | 115,8415 | 121,7672 | 125,9123 |
89 | 58,3887624 | 60,9279888 | 64,79339 | 68,24927 | 112,022 | 116,989 | 122,9422 | 127,106 |
90 | 59,196327 | 61,7540186 | 65,646592 | 69,12602 | 113,1452 | 118,1359 | 124,1162 | 128,2987 |
91 | 60,0048848 | 62,5809733 | 66,500685 | 70,00347 | 114,2679 | 119,282 | 125,2893 | 129,4902 |
92 | 60,8145966 | 63,4089173 | 67,355569 | 70,88159 | 115,3898 | 120,427 | 126,4616 | 130,6812 |
93 | 61,6251739 | 64,2379969 | 68,211247 | 71,76032 | 116,511 | 121,5714 | 127,633 | 131,8705 |
94 | 62,4368531 | 65,0676084 | 69,067619 | 72,63976 | 117,6317 | 122,7152 | 128,8032 | 133,0589 |
95 | 63,2495125 | 65,8982568 | 69,924857 | 73,51982 | 118,7516 | 123,858 | 129,9725 | 134,2466 |
96 | 64,0633447 | 66,730034 | 70,782786 | 74,40057 | 119,8709 | 125,0001 | 131,1411 | 135,4327 |
97 | 64,8777974 | 67,5623439 | 71,641536 | 75,28184 | 120,9897 | 126,1414 | 132,3089 | 136,6188 |
98 | 65,6934824 | 68,3957129 | 72,500907 | 76,16378 | 122,1077 | 127,2821 | 133,4756 | 137,803 |
99 | 66,5099065 | 69,2298558 | 73,361103 | 77,04631 | 123,2252 | 128,4219 | 134,6415 | 138,9869 |
100 | 67,3275332 | 70,0649951 | 74,221882 | 77,92944 | 124,3421 | 129,5613 | 135,8069 | 140,1697 |
Приложение 9. Критические точки распределения Колмогорова
n\Q | 0,1 | 0,05 | 0,01 |
1 | 0,95 | 0,975 | 0,995 |
2 | 0,77639 | 0,84189 | 0,92929 |
3 | 0,63604 | 0,7076 | 0,829 |
4 | 0,56522 | 0,62394 | 0,73424 |
5 | 0,50945 | 0,56328 | 0,66853 |
6 | 0,46799 | 0,51926 | 0,61661 |
7 | 0,43607 | 0,48342 | 0,57581 |
8 | 0,40962 | 0,45427 | 0,54179 |
9 | 0,38746 | 0,43001 | 0,51332 |
10 | 0,36866 | 0,40925 | 0,48893 |
11 | 0,35242 | 0,39122 | 0,4677 |
12 | 0,33815 | 0,37543 | 0,44905 |
13 | 0,32549 | 0,36143 | 0,43247 |
14 | 0,31417 | 0,3489 | 0,41762 |
15 | 0,30397 | 0,3376 | 0,4042 |
16 | 0,29472 | 0,32733 | 0,39201 |
17 | 0,28627 | 0,31796 | 0,38086 |
18 | 0,27851 | 0,30936 | 0,37062 |
19 | 0,27136 | 0,30143 | 0,36117 |
20 | 0,26473 | 0,29408 | 0,35241 |
21 | 0,25858 | 0,28724 | 0,34427 |
22 | 0,25283 | 0,28087 | 0,33666 |
23 | 0,24746 | 0,2749 | 0,32954 |
24 | 0,24242 | 0,26931 | 0,32286 |
25 | 0,23768 | 0,26404 | 0,31657 |
26 | 0,2332 | 0,25907 | 0,31064 |
27 | 0,22898 | 0,25438 | 0,30502 |
28 | 0,22497 | 0,24993 | 0,29971 |
29 | 0,22117 | 0,24571 | 0,29466 |
30 | 0,21756 | 0,2417 | 0,28987 |
31 | 0,21412 | 0,23788 | 0,2853 |
32 | 0,21085 | 0,23424 | 0,28094 |
33 | 0,20771 | 0,23076 | 0,27677 |
34 | 0,20472 | 0,22743 | 0,27279 |
35 | 0,20185 | 0,22425 | 0,26897 |
36 | 0,1991 | 0,22119 | 0,26532 |
37 | 0,19645 | 0,21826 | 0,2618 |
38 | 0,19392 | 0,21544 | 0,25843 |
39 | 0,19148 | 0,21273 | 0,25518 |
40 | 0,18913 | 0,21012 | 0,25205 |
41 | 0,18687 | 0,2076 | 0,24904 |
42 | 0,18468 | 0,20517 | 0,24613 |
43 | 0,18257 | 0,20283 | 0,24332 |
44 | 0,18053 | 0,20056 | 0,2406 |
45 | 0,17856 | 0,19837 | 0,23798 |
46 | 0,17665 | 0,19625 | 0,23544 |
47 | 0,17481 | 0,1942 | 0,23298 |
48 | 0,17302 | 0,19221 | 0,23059 |
49 | 0,17128 | 0,19028 | 0,22828 |
50 | 0,16959 | 0,18841 | 0,22604 |
Приложение 10. Критические точки распределения Стьюдента
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Из за большого объема этот материал размещен на нескольких страницах:
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