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Приложения
Приложение 1 - Кодовые значения коэффициента
корреляции
α α α
k
0,01 0,05
k
0,01 0,05
k
0,01 0,05
8 0 0 36 9 11 64 21 23
9 0 1 37 10 12 65 21 24
10 0 1 38 10 12 66 22 24
11 0 1 39 11 12 67 22 25
12 1 2 40 11 13 68 22 25
13 1 2 41 11 13 69 23 25
14 1 2 42 12 14 70 23 26
15 2 3 43 12 14 71 24 26
16 2 3 44 13 15 72 24 27
17 2 4 45 13 15 73 25 27
18 3 4 46 13 15 74 25 28
19 3 4 47 14 16 75 25 28
20 3 5 48 14 16 76 26 28
21 4 5 49 15 17 77 26 29
22 4 5 50 15 17 78 27 29
23 4 6 51 15 18 79 27 30
24 5 6 52 16 18 80 28 30
25 5 7 53 16 18 81 28 31
26 6 7 54 17 19 82 28 31
27 6 7 55 17 19 83 29 32
28 6 8 56 17 20 84 29 32
29 7 8 57 18 20 85 30 32
30 7 9 58 18 21 86 30 33
31 7 9 59 19 21 87 31 33
32 8 9 60 19 21 88 31 34
33 8 10 61 20 22 89 31 34
34 9 10 62 20 22 90 32 35
35 9 11 63 20 23
Приложение 2 –Интегральная функция нормального
распределения (в интервале - ∞, - Z)
-z. F(Z) -z. F(Z) -z. F(Z) -z. F(Z) -z. F(Z) -z. F(Z) -z. F(Z)
3,90,1,000 3,00,0013 2,50,0062 2,00,0227 1,50,0668 1,00,1587 0,50,3085
3,80,0001 2,99,0014 2,49,0064 1,99,0233 1,49,0681 0,99,1611 0,49,3121
3,70,0001 2,98,0014 2,48,0066 1,98,0233 1,48,0694 0,98,1635 0,48,3156
2,97,0015 2,47,0068 1,97,0244 1,47,0708 0,97,1660 0,47,3192
2,96,0015 2,46,0069 1,96,0250 1,14,0721 0,96,1685 0,46,3228
3,60,0002 2,95,0016 2,45,0071 1,95,0256 1,45,0735 0,95,1711 0,45,3262
3,50,0002 2,94,0016 2,44,0073 1,94,0362 1,44,0749 0,94,1736 0,44,3300
2,93,0017 2,43,0075 1,93,0268 1,43,0764 0,93,1762 0,43,3336
2,92,0017 2,42,0078 1,92,0274 1,42,0778 0,92,1788 0,42,3372
2,91,0018 2,41,0080 1,91,0281 1,41,0793 0,91,1814 0,41,3409
3,40,0003 2,90,0019 2,40,0082 1,90,0287 1,40,0808 0,90,1841 0,40,3446
3,39,0003 2,89,0019 2,39,0084 1,89,0294 1,39,0823 0,89,1876 0,39,3483
3,38,0004 2,88,0020 2,38,0087 1,88,0300 1,38,0838 0,88,1894 0,38,3520
3,37,0004 2,87,0020 2,37,0089 1,87,0307 1,37,0853 0,87,1921 0,37,3557
3,36,0004 2,86,0021 2,36,0091 1,86,0314 1,36,0869 0,86,1949 0,36,3594
3,35,0004 2,85,0022 2,35,0094 1,85,0322 1,35,0885 0,85,1977 0,35,3632
3,34,0004 2,84,0023 2,34,0096 1,84,0329 1,34,0901 0,84,2004 0,34,3669
3,33,0004 2,83,0023 2,33,0099 1,83,0336 1,33,0918 0,83,2033 0,33,3707
3,32,0004 2,82,0024 2,32,0102 1,82,0344 1,32,0934 0,82,2061 0,32,3745
3,31,0005 2,81,0025 2,31,0104 1,81,0351 1,31,0951 0,81,2090 0,31,3783
3,30,0005 2,80,0026 2,30,0107 1,80,0359 1,30,0968 0,80,2119 0,30,3821
3,29,0005 2,76,0026 2,29,0110 1,79,0367 1,29,0985 0,79,2148 0,29,3859
3,28,0005 2,78,0027 2,28,0113 1,78,0375 1,28,1003 0,78,2177 0,28,3897
3,27,0005 2,77,0028 2,27,0116 1,77,0384 1,27,1020 0,77,2206 0,27,3936
3,26,0006 2,76,0029 2,26,0119 1,76,0392 1,26,1038 0,76,2236 0,26,3974
3,25,0006 2,75,0030 2,25,0122 1,75,0401 1,25,1053 0,75,2266 0,25,4013
3,24,0006 2,74,0031 2,24,0125 1,74,0409 1,24,1075 0,74,2296 0,24,4052
3,23,0006 2,73,0032 2,23,0129 1,73,0418 1,23,1093 0,73,2327 0,23,4090
3,22,0006 2,72,0033 2,22,0132 1,72,0427 1,22,1112 0,72,2358 0,22,4129
3,21,0007 2,71,0034 2,21,0135 1,71,0436 1,21,1131 0,71,2388 0,21,4168
3,20,0007 2,70,0035 2,20,0139 1,70,0445 1,20,1151 0,70,2420 0,20,4207
3,19,0007 2,69,0036 2,19,0143 1,69,0455 1,19,1170 0,69,2451 0,19,4246
3,18,0007 2,68,0037 2,18,0146 1,68,0465 1,18,1190 0,68,2482 0,18,4286
3,17,0008 2,67,0038 2,17,0150 1,67,0475 1,17,1210 0,67,2514 0,17,4325
3,16,0008 2,66,0039 2,16,0154 1,66,0485 1,16,1230 0,66,2546 0,16,4364
3,15,0008 2,60,0040 2,15,0158 1,62,0495 1,15,1251 0,65,2578 0,15,4404
3,14,0008 2,64,0041 2,14,0162 1,64,0505 1,14,1271 0,64,2611 0,14,4246
3,13,0009 2,63,0043 2,13,0166 1,63,0515 1,13,1292 0,63,2643 0,13,4286
3,12,0009 2,62,0044 2,12,0170 1,62,0526 1,12,1314 0,62,2676 0,12,4325
3,11,0009 2,61,0045 2,11,0174 1,61,0537 1,11,1355 0,61,2709 0,11,4364
3,10,0010 2,60,0047 2,10,0179 1,60,0548 1,10,1357 0,60,2742 0,10,4602
3,09,0010 2,59,0048 2,09,0183 1,59,0559 1,09,1379 0,59,2776 0,09,4641
3,08,0010 2,58,0049 2,08,0188 1,58,0570 1,08,1401 0,58,2810 0,08,4681
3,07,0011 2,57,0051 2,07,0192 1,57,0582 1,07,1423 0,57,2843 0,07,4721
3,06,0011 2,56,0052 2,06,0197 1,56,0594 1,06,1446 0,56,2877 0,06,4761
Приложения Приложение 2 –Интегральная функция нормального
Приложение 1 - Кодовые значения коэффициента распределения (в интервале - ∞, - Z)
корреляции -z. F(Z) -z. F(Z) -z. F(Z) -z. F(Z) -z. F(Z) -z. F(Z) -z. F(Z)
3,90,1,000 3,00,0013 2,50,0062 2,00,0227 1,50,0668 1,00,1587 0,50,3085
α α α 3,80,0001 2,99,0014 2,49,0064 1,99,0233 1,49,0681 0,99,1611 0,49,3121
k k k
0,01 0,05 0,01 0,05 0,01 0,05 3,70,0001 2,98,0014 2,48,0066 1,98,0233 1,48,0694 0,98,1635 0,48,3156
2,97,0015 2,47,0068 1,97,0244 1,47,0708 0,97,1660 0,47,3192
8 0 0 36 9 11 64 21 23 2,96,0015 2,46,0069 1,96,0250 1,14,0721 0,96,1685 0,46,3228
9 0 1 37 10 12 65 21 24 3,60,0002
3,50,0002
2,95,0016
2,94,0016
2,45,0071
2,44,0073
1,95,0256
1,94,0362
1,45,0735
1,44,0749
0,95,1711
0,94,1736
0,45,3262
0,44,3300
10 0 1 38 10 12 66 22 24 2,93,0017 2,43,0075 1,93,0268 1,43,0764 0,93,1762 0,43,3336
2,92,0017 2,42,0078 1,92,0274 1,42,0778 0,92,1788 0,42,3372
11 0 1 39 11 12 67 22 25 2,91,0018 2,41,0080 1,91,0281 1,41,0793 0,91,1814 0,41,3409
12 1 2 40 11 13 68 22 25 3,40,0003 2,90,0019 2,40,0082 1,90,0287 1,40,0808 0,90,1841 0,40,3446
3,39,0003 2,89,0019 2,39,0084 1,89,0294 1,39,0823 0,89,1876 0,39,3483
13 1 2 41 11 13 69 23 25 3,38,0004 2,88,0020 2,38,0087 1,88,0300 1,38,0838 0,88,1894 0,38,3520
14 1 2 42 12 14 70 23 26 3,37,0004 2,87,0020 2,37,0089 1,87,0307 1,37,0853 0,87,1921 0,37,3557
3,36,0004 2,86,0021 2,36,0091 1,86,0314 1,36,0869 0,86,1949 0,36,3594
15 2 3 43 12 14 71 24 26 3,35,0004 2,85,0022 2,35,0094 1,85,0322 1,35,0885 0,85,1977 0,35,3632
16 2 3 44 13 15 72 24 27 3,34,0004 2,84,0023 2,34,0096 1,84,0329 1,34,0901 0,84,2004 0,34,3669
3,33,0004 2,83,0023 2,33,0099 1,83,0336 1,33,0918 0,83,2033 0,33,3707
17 2 4 45 13 15 73 25 27 3,32,0004 2,82,0024 2,32,0102 1,82,0344 1,32,0934 0,82,2061 0,32,3745
18 3 4 46 13 15 74 25 28 3,31,0005 2,81,0025 2,31,0104 1,81,0351 1,31,0951 0,81,2090 0,31,3783
3,30,0005 2,80,0026 2,30,0107 1,80,0359 1,30,0968 0,80,2119 0,30,3821
19 3 4 47 14 16 75 25 28 3,29,0005 2,76,0026 2,29,0110 1,79,0367 1,29,0985 0,79,2148 0,29,3859
20 3 5 48 14 16 76 26 28 3,28,0005 2,78,0027 2,28,0113 1,78,0375 1,28,1003 0,78,2177 0,28,3897
3,27,0005 2,77,0028 2,27,0116 1,77,0384 1,27,1020 0,77,2206 0,27,3936
21 4 5 49 15 17 77 26 29 3,26,0006 2,76,0029 2,26,0119 1,76,0392 1,26,1038 0,76,2236 0,26,3974
22 4 5 50 15 17 78 27 29 3,25,0006
3,24,0006
2,75,0030
2,74,0031
2,25,0122
2,24,0125
1,75,0401
1,74,0409
1,25,1053
1,24,1075
0,75,2266
0,74,2296
0,25,4013
0,24,4052
23 4 6 51 15 18 79 27 30 3,23,0006 2,73,0032 2,23,0129 1,73,0418 1,23,1093 0,73,2327 0,23,4090
3,22,0006 2,72,0033 2,22,0132 1,72,0427 1,22,1112 0,72,2358 0,22,4129
24 5 6 52 16 18 80 28 30 3,21,0007 2,71,0034 2,21,0135 1,71,0436 1,21,1131 0,71,2388 0,21,4168
25 5 7 53 16 18 81 28 31 3,20,0007 2,70,0035 2,20,0139 1,70,0445 1,20,1151 0,70,2420 0,20,4207
3,19,0007 2,69,0036 2,19,0143 1,69,0455 1,19,1170 0,69,2451 0,19,4246
26 6 7 54 17 19 82 28 31 3,18,0007 2,68,0037 2,18,0146 1,68,0465 1,18,1190 0,68,2482 0,18,4286
27 6 7 55 17 19 83 29 32 3,17,0008 2,67,0038 2,17,0150 1,67,0475 1,17,1210 0,67,2514 0,17,4325
3,16,0008 2,66,0039 2,16,0154 1,66,0485 1,16,1230 0,66,2546 0,16,4364
28 6 8 56 17 20 84 29 32 3,15,0008 2,60,0040 2,15,0158 1,62,0495 1,15,1251 0,65,2578 0,15,4404
29 7 8 57 18 20 85 30 32 3,14,0008 2,64,0041 2,14,0162 1,64,0505 1,14,1271 0,64,2611 0,14,4246
3,13,0009 2,63,0043 2,13,0166 1,63,0515 1,13,1292 0,63,2643 0,13,4286
30 7 9 58 18 21 86 30 33 3,12,0009 2,62,0044 2,12,0170 1,62,0526 1,12,1314 0,62,2676 0,12,4325
31 7 9 59 19 21 87 31 33 3,11,0009 2,61,0045 2,11,0174 1,61,0537 1,11,1355 0,61,2709 0,11,4364
3,10,0010 2,60,0047 2,10,0179 1,60,0548 1,10,1357 0,60,2742 0,10,4602
32 8 9 60 19 21 88 31 34 3,09,0010 2,59,0048 2,09,0183 1,59,0559 1,09,1379 0,59,2776 0,09,4641
33 8 10 61 20 22 89 31 34 3,08,0010 2,58,0049 2,08,0188 1,58,0570 1,08,1401 0,58,2810 0,08,4681
3,07,0011 2,57,0051 2,07,0192 1,57,0582 1,07,1423 0,57,2843 0,07,4721
34 9 10 62 20 22 90 32 35 3,06,0011 2,56,0052 2,06,0197 1,56,0594 1,06,1446 0,56,2877 0,06,4761
35 9 11 63 20 23
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