Значения случайных чисел равномерно распределенных
На интервале (0, 1)
Таблица 4П
Ординаты нормальной кривой (значения функции )
t
| 0.00
| 0.01
| 0.02
| 0.03
| 0.04
| 0.05
| 0.06
| 0.07
| 0.08
| 0.09
|
| 0.3989
| 0.3989
| 0.3989
| 0.3988
| 0.3986
| 0.3984
| 0.3982
| 0.3980
| 0.3977
| 0.3973
| 0.1
| 0.3970
| 0.3965
| 0.3961
| 0.3956
| 0.3951
| 0.3945
| 0.3939
| 0.3932
| 0.3825
| 0.3918
| 0.2
| 0.3910
| 0.3902
| 0.3894
| 0.3885
| 0.3876
| 0.3867
| 0.3857
| 0.3847
| 0.3836
| 0.3825
| 0.3
| 0.3814
| 0.3802
| 0.3790
| 0.3778
| 0.3765
| 0.3752
| 0.3739
| 0.3726
| 0.3712
| 0.3697
| 0.4
| 0.3683
| 0.3668
| 0.3653
| 0.3637
| 0.3621
| 0.3605
| 0.3589
| 0.3572
| 0.3555
| 0.3538
| 0.5
| 0.3521
| 0.3503
| 0.3485
| 0.3467
| 0.3448
| 0.3429
| 0.3410
| 0.3391
| 0.3372
| 0.3352
| 0.6
| 0.3332
| 0.3312
| 0.3292
| 0.3271
| 0.3251
| 0.3230
| 0.3209
| 0.3187
| 0.3166
| 0.3144
| 0.7
| 0.3123
| 0.3101
| 0.3079
| 0.3056
| 0.3034
| 0.3011
| 0.2989
| 0.2966
| 0.2943
| 0.2920
| 0.8
| 0.2987
| 0.2874
| 0.2850
| 0.2827
| 0.2803
| 0.2780
| 0.2756
| 0.2732
| 0.2709
| 0.2685
| 0.9
| 0.2661
| 0.2637
| 0.2613
| 0.2589
| 0.2565
| 0.2541
| 0.2516
| 0.2492
| 0.2468
| 0.2444
|
| 0.2420
| 0.2396
| 0.2371
| 0.2347
| 0.2323
| 0.2299
| 0.2275
| 0.2251
| 0.2227
| 0.2203
| 1.1
| 0.2179
| 0.2155
| 0.2131
| 0.2107
| 0.2083
| 0.2059
| 0.2036
| 0.2012
| 0.1989
| 0.1965
| 1.2
| 0.1942
| 0.1919
| 0.1895
| 0.1872
| 0.1849
| 0.1826
| 0.1804
| 0.1781
| 0.1758
| 0.1736
| 1.3
| 0.1714
| 0.1691
| 0.1669
| 0.1647
| 0.1626
| 0.1604
| 0.1582
| 0.1561
| 0.1539
| 0.1518
| 1.4
| 0.1497
| 0.1476
| 0.1456
| 0.1435
| 0.1415
| 0.1394
| 0.1374
| 0.1354
| 0.1334
| 0.1315
| 1.5
| 0.1295
| 0.1276
| 0.1257
| 0.1238
| 0.1219
| 0.1200
| 0.1182
| 0.1163
| 0.1145
| 0.1127
| 1.6
| 0.1109
| 0.1092
| 0.1074
| 0.1057
| 0.1040
| 0.1023
| 0.1006
| 0.0989
| 0.0973
| 0.0957
| 1.7
| 0.0940
| 0.0925
| 0.0909
| 0.0893
| 0.0878
| 0.0863
| 0.0848
| 0.0833
| 0.0818
| 0.0804
| 1.8
| 0.0790
| 0.0775
| 0.0761
| 0.0748
| 0.0734
| 0.0721
| 0.0707
| 0.0694
| 0.0681
| 0.0669
| 1.9
| 0.0656
| 0.0644
| 0.0632
| 0.0620
| 0.0608
| 0.0596
| 0.0584
| 0.0573
| 0.0562
| 0.0551
|
| 0.0540
| 0.0529
| 0.0519
| 0.0508
| 0.0498
| 0.0488
| 0.0478
| 0.0468
| 0.0459
| 0.0449
| 2.1
| 0.0440
| 0.0431
| 0.0422
| 0.0413
| 0.0404
| 0.0396
| 0.0387
| 0.0379
| 0.0371
| 0.0363
| 2.2
| 0.0355
| 0.0347
| 0.0339
| 0.0332
| 0.0325
| 0.0317
| 0.0310
| 0.0303
| 0.0297
| 0.0290
| 2.3
| 0.0283
| 0.0277
| 0.0270
| 0.0264
| 0.0258
| 0.0252
| 0.0246
| 0.0241
| 0.0235
| 0.0229
| 2.4
| 0.0224
| 0.0219
| 0.0213
| 0.0208
| 0.0203
| 0.0198
| 0.0191
| 0.0189
| 0.0184
| 0.0180
| 2.5
| 0.0175
| 0.0171
| 0.0167
| 0.0163
| 0.0158
| 0.0154
| 0.0151
| 0.0147
| 0.0143
| 0.0139
| 2.6
| 0.0136
| 0.0132
| 0.0129
| 0.0126
| 0.0122
| 0.0119
| 0.0116
| 0.0113
| 0.0110
| 0.0107
| 2.7
| 0.0104
| 0.0101
| 0.0099
| 0.0096
| 0.0093
| 0.0091
| 0.0088
| 0.0086
| 0.0084
| 0.0081
| 2.8
| 0.0079
| 0.0077
| 0.0075
| 0.0073
| 0.0071
| 0.0069
| 0.0067
| 0.0065
| 0.0063
| 0.0061
| 2.9
| 0.0060
| 0.0058
| 0.0056
| 0.0055
| 0.0053
| 0.0051
| 0.0050
| 0.0048
| 0.0047
| 0.0046
|
| 0.0044
| 0.0043
| 0.0042
| 0.0041
| 0.0039
| 0.0038
| 0.0037
| 0.0036
| 0.0035
| 0.0034
| 3.1
| 0.0033
| 0.0032
| 0.0031
| 0.0030
| 0.0029
| 0.0028
| 0.0027
| 0.0026
| 0.0025
| 0.0025
| 3.2
| 0.0024
| 0.0023
| 0.0022
| 0.0022
| 0.0021
| 0.0020
| 0.0020
| 0.0019
| 0.0018
| 0.0018
| 3.3
| 0.0017
| 0.0017
| 0.0016
| 0.0016
| 0.0015
| 0.0015
| 0.0014
| 0.0014
| 0.0013
| 0.0013
| 3.4
| 0.0012
| 0.0012
| 0.0012
| 0.0011
| 0.0011
| 0.0010
| 0.0010
| 0.0010
| 0.0009
| 0.0009
| 3.5
| 0.0009
| 0.0008
| 0.0008
| 0.0008
| 0.0008
| 0.0007
| 0.0007
| 0.0007
| 0.0007
| 0.0006
|
Таблица 5П
Значение критерия t для отбраковки "выскакивающих" вариант
n
| α
| n
| α
| | 0.05
| 0.01
| 0.001
| | 0.05
| 0.01
| 0.001
|
| 3.04
| 5.04
| 9.43
|
| 2.15
| 2.93
| 3.98
|
| 2.78
| 4.36
| 7.41
|
| 2.11
| 2.85
| 3.82
|
| 2.62
| 3.96
| 6.37
|
| 2.08
| 2.80
| 3.72
|
| 2.51
| 3.71
| 5.73
|
| 2.06
| 2.77
| 3.65
|
| 2.43
| 3.54
| 5.31
|
| 2.05
| 2.74
| 3.60
|
| 2.37
| 3.41
| 5.01
|
| 2.04
| 2.72
| 3.57
|
| 2.33
| 3.31
| 4.79
|
| 2.03
| 2.71
| 3.53
|
| 2.29
| 3.23
| 4.62
|
| 2.02
| 2.68
| 3.49
|
| 2.26
| 3.17
| 4.48
|
| 2.01
| 2.67
| 3.46
|
| 2.24
| 3.12
| 4.37
|
| 2.00
| 2.66
| 3.44
|
| 2.22
| 3.08
| 4.28
|
| 2.00
| 2.65
| 3.42
|
| 2.20
| 3.04
| 4.20
|
| 1.99
| 2.64
| 3.41
|
| 2.18
| 3.01
| 4.13
|
| 1.96
| 2.58
| 3.29
|
| 2.17
| 2.98
| 4.07
|
|
|
|
|
Пороговые значения распределения Т Стьюдента;
α для двустороннего критерия
Пороговые значения распределения F Фишера
Пороговые значения распределения χ² Пирсона
Таблица 6П
Значения критерия Стьюдента
Число степеней свободы, df
| Доверительная вероятность (P)
Уровень значимости(α)
| P=0.095
α=0.05
| P=0.099
α=0.01
| P=0.0999
α=0.001
| 2
| 4.303
| 9.925
| 31.598
| 3
| 3.182
| 5.841
| 12.941
| 4
| 2.776
| 4.604
| 8.610
| 5
| 2.571
| 4.032
| 6.859
| 6
| 2.447
| 3.707
| 5.959
| 7
| 2.365
| 3.499
| 5.405
| 8
| 2.306
| 3.355
| 5.041
| 9
| 2.262
| 3.250
| 4.781
| 10
| 2.228
| 3.169
| 4.587
| 11
| 2.201
| 3.106
| 4.437
| 12
| 2.179
| 3.055
| 4.318
| 13
| 2.160
| 3.012
| 4.221
| 14
| 2.145
| 2.977
| 4.140
| 15
| 2.131
| 2.947
| 4.073
| 16
| 2.120
| 2.921
| 4.015
| 17
| 2.110
| 2.898
| 3.965
| 18
| 2.101
| 2.878
| 3.922
| 19
| 2.093
| 2.861
| 3.883
| 20
| 2.086
| 2.845
| 3.850
| 22
| 2.074
| 2.819
| 3.792
| 25
| 2.060
| 2.787
| 3.725
| 30
| 2.042
| 2.750
| 3.646
| 35
| 2.030
| 2.724
| 3.591
| 40
| 2.021
| 2.704
| 3.551
| 45
| 2.014
| 2.690
| 3.520
| 50
| 2.008
| 2.678
| 3.496
| 55
| 2.004
| 2.669
| 3.476
| 60
| 2.000
| 2.660
| 3.460
| 70
| 1.994
| 2.648
| 3.435
| 80
| 1.989
| 2.638
| 3.416
| 90
| 1.986
| 2.631
| 3.402
| 100
| 1.982
| 2.625
| 3.390
| 120
| 1.980
| 2.617
| 3.373
| >120
| 1.960
| 2.5758
| 3.2905
|
Таблица 7П
Значения критерия Фишера F при уровне значимости α=0.05
(число степеней свободы указано для дисперсии знаменателя – в строке, для дисперсии числителя – в столбце)
df1
df2
|
|
|
|
|
|
|
|
|
|
|
|
|
|
| ∞
|
| 161.0
| 200.0
| 216.0
| 225.0
| 230.0
| 234.0
| 237.0
| 239.0
| 241.0
| 242.0
| 244.0
| 246.0
| 248.0
| 250.0
| 254.0
|
| 18.5
| 19.0
| 19.2
| 19.3
| 19.3
| 19.3
| 19.4
| 19.4
| 19.4
| 19.4
| 19.4
| 19.4
| 19.5
| 19.5
| 19.4
|
| 10.1
| 9.6
| 9.3
| 9.1
| 9.0
| 8.9
| 8.9
| 8.9
| 8.8
| 8.8
| 8.7
| 8.7
| 8.7
| 8.6
| 8.5
|
| 7.7
| 6.9
| 6.6
| 6.4
| 6.3
| 6.2
| 6.1
| 6.0
| 6.0
| 5.9
| 5.9
| 5.9
| 5.8
| 5.8
| 5.6
|
| 6.6
| 5.8
| 5.4
| 5.2
| 5.1
| 5.0
| 4.9
| 4.8
| 4.8
| 4.7
| 4.7
| 4.6
| 4.6
| 4.5
| 4.4
|
| 6.0
| 5.1
| 4.7
| 4.5
| 4.4
| 4.3
| 4.2
| 4.2
| 4.1
| 4.1
| 4.0
| 4.0
| 3.9
| 3.8
| 3.7
|
| 5.6
| 4.7
| 4.4
| 4.1
| 4.0
| 3.9
| 3.8
| 3.7
| 3.7
| 3.6
| 3.6
| 3.5
| 3.4
| 3.4
| 3.2
|
| 5.3
| 4.5
| 4.1
| 3.8
| 3.7
| 3.6
| 3.5
| 3.4
| 3.4
| 3.3
| 3.3
| 3.2
| 3.2
| 3.1
| 3.0
|
| 5.1
| 4.3
| 3.9
| 3.6
| 3.5
| 3.4
| 3.3
| 3.2
| 3.2
| 3.1
| 3.1
| 3.0
| 2.9
| 2.9
| 2.7
|
| 5.0
| 4.1
| 3.7
| 3.5
| 3.3
| 3.2
| 3.1
| 3.1
| 3.0
| 3.0
| 2.9
| 2.9
| 2.8
| 2.7
| 2.5
|
| 4.8
| 4.0
| 3.6
| 3.4
| 3.2
| 3.1
| 3.0
| 3.0
| 2.9
| 2.9
| 2.8
| 2.7
| 2.7
| 2.6
| 2.4
|
| 4.7
| 3.9
| 3.5
| 3.3
| 3.1
| 3.0
| 2.9
| 2.9
| 2.8
| 2.8
| 2.7
| 2.6
| 2.5
| 2.5
| 2.3
|
| 4.7
| 3.8
| 3.4
| 3.2
| 3.0
| 2.9
| 2.8
| 2.8
| 2.7
| 2.7
| 2.6
| 2.5
| 2.5
| 2.4
| 2.2
|
| 4.6
| 3.7
| 3.3
| 3.1
| 3.0
| 2.9
| 2.8
| 2.7
| 2.7
| 2.6
| 2.5
| 2.5
| 2.4
| 2.3
| 2.1
|
| 4.5
| 3.7
| 3.3
| 3.1
| 2.9
| 2.8
| 2.7
| 2.6
| 2.6
| 2.5
| 2.5
| 2.4
| 2.3
| 2.2
| 2.1
|
| 4.5
| 3.6
| 3.2
| 3.0
| 2.8
| 2.7
| 2.7
| 2.6
| 2.5
| 2.5
| 2.4
| 2.3
| 2.3
| 2.2
| 2.0
|
| 4.4
| 3.6
| 3.2
| 2.9
| 2.8
| 2.7
| 2.6
| 2.5
| 2.5
| 2.4
| 2.4
| 2.3
| 2.2
| 2.1
| 2.0
|
| 4.4
| 3.5
| 3.2
| 2.9
| 2.8
| 2.7
| 2.6
| 2.5
| 2.5
| 2.4
| 2.3
| 2.3
| 2.2
| 2.1
| 1.9
|
| 4.4
| 3.5
| 3.1
| 2.9
| 2.7
| 2.6
| 2.5
| 2.5
| 2.4
| 2.4
| 2.3
| 2.2
| 2.2
| 2.1
| 1.9
|
| 4.3
| 3.5
| 3.1
| 2.9
| 2.7
| 2.6
| 2.5
| 2.4
| 2.4
| 2.3
| 2.3
| 2.2
| 2.1
| 2.0
| 1.8
|
| 4.3
| 3.5
| 3.1
| 2.8
| 2.7
| 2.6
| 2.5
| 2.4
| 2.4
| 2.3
| 2.2
| 2.2
| 2.1
| 2.0
| 1.8
|
| 4.3
| 3.4
| 3.0
| 2.8
| 2.7
| 2.5
| 2.5
| 2.4
| 2.3
| 2.3
| 2.2
| 2.1
| 2.1
| 2.0
| 1.8
|
| 4.3
| 3.4
| 3.0
| 2.8
| 2.6
| 2.5
| 2.4
| 2.4
| 2.3
| 2.3
| 2.2
| 2.1
| 2.0
| 1.9
| 1.8
|
| 4.3
| 3.4
| 3.0
| 2.8
| 2.6
| 2.5
| 2.4
| 2.4
| 2.3
| 2.2
| 2.2
| 2.1
| 2.0
| 1.9
| 1.7
|
| 4.2
| 3.4
| 3.0
| 2.7
| 2.6
| 2.5
| 2.4
| 2.3
| 2.3
| 2.2
| 2.1
| 2.1
| 2.0
| 1.9
| 1.7
|
| 4.2
| 3.3
| 2.9
| 2.7
| 2.6
| 2.4
| 2.4
| 2.3
| 2.2
| 2.2
| 2.1
| 2.0
| 2.0
| 1.9
| 1.6
|
| 4.2
| 3.3
| 2.9
| 2.7
| 2.5
| 2.4
| 2.3
| 2.3
| 2.2
| 2.2
| 2.1
| 2.0
| 1.9
| 1.8
| 1.6
|
| 4.1
| 3.2
| 2.8
| 2.6
| 2.4
| 2.3
| 2.2
| 2.2
| 2.1
| 2.1
| 2.0
| 1.9
| 1.8
| 1.7
| 1.5
|
| 4.0
| 3.1
| 2.8
| 2.5
| 2.4
| 2.2
| 2.2
| 2.1
| 2.0
| 2.0
| 1.9
| 1.8
| 1.7
| 1.6
| 1.4
|
| 3.9
| 3.1
| 2.7
| 2.4
| 2.3
| 2.2
| 2.1
| 2.0
| 2.0
| 1.9
| 1.8
| 1.7
| 1.7
| 1.6
| 1.2
| ∞
| 3.8
| 3.0
| 2.6
| 2.4
| 2.2
| 2.1
| 2.0
| 1.9
| 1.9
| 1.8
| 1.7
| 1.7
| 1.6
| 1.5
| 1.0
|
Таблица 8П
Значения критерия Фишера F при уровне значимости α=0.01
(число степеней свободы указано для дисперсии знаменателя – в строке, для дисперсии числителя – в столбце)
df1
df2
|
|
|
|
|
|
|
|
|
|
|
|
|
|
| ∞
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
| 98.5
| 99.0
| 99.2
| 99.2
| 99.3
| 99.3
| 99.4
| 99.4
| 99.4
| 99.4
| 99.4
| 99.4
| 99.4
| 99.5
| 99.5
|
| 31.4
| 30.8
| 29.5
| 28.7
| 28.4
| 27.9
| 27.7
| 27.5
| 27.3
| 27.2
| 27.0
| 26.9
| 26.7
| 26.5
| 26.1
|
| 21.2
| 18.0
| 16.7
| 16.0
| 15.5
| 15.2
| 15.0
| 14.8
| 14.7
| 14.5
| 14.4
| 14.2
| 14.0
| 13.8
| 13.5
|
| 16.3
| 13.3
| 12.1
| 11.4
| 11.0
| 10.7
| 10.5
| 10.3
| 10.2
| 10.0
| 10.0
| 9.7
| 9.5
| 9.4
| 9.0
|
| 13.7
| 10.9
| 9.8
| 9.1
| 8.7
| 8.5
| 8.3
| 8.1
| 8.0
| 7.9
| 7.7
| 7.6
| 7.4
| 7.2
| 6.9
|
| 12.3
| 9.5
| 8.5
| 7.8
| 7.5
| 7.2
| 7.0
| 6.8
| 6.7
| 6.6
| 6.5
| 6.3
| 6.2
| 6.0
| 5.6
|
| 11.3
| 8.7
| 7.6
| 7.0
| 6.6
| 6.4
| 6.2
| 6.0
| 5.9
| 5.8
| 5.7
| 5.5
| 5.4
| 5.2
| 4.9
|
| 10.6
| 8.0
| 7.0
| 6.4
| 6.1
| 5.8
| 5.6
| 5.5
| 5.3
| 5.3
| 5.1
| 5.0
| 4.8
| 4.6
| 4.3
|
| 10.0
| 7.6
| 6.5
| 6.0
| 5.6
| 5.4
| 5.2
| 5.1
| 4.9
| 4.8
| 4.7
| 4.6
| 4.4
| 4.2
| 3.9
|
| 9.7
| 7.2
| 6.2
| 5.7
| 5.3
| 5.1
| 4.9
| 4.7
| 4.6
| 4.5
| 4.4
| 4.2
| 4.1
| 3.9
| 3.6
|
| 9.3
| 6.9
| 5.9
| 5.4
| 5.1
| 4.8
| 4.6
| 4.5
| 4.4
| 4.3
| 4.2
| 4.0
| 3.9
| 3.7
| 3.4
|
| 9.1
| 6.7
| 5.7
| 5.2
| 4.9
| 4.6
| 4.4
| 4.3
| 4.2
| 4.1
| 4.0
| 3.8
| 3.7
| 3.5
| 3.2
|
| 8.9
| 6.5
| 5.6
| 5.0
| 4.7
| 4.5
| 4.3
| 4.1
| 4.0
| 3.9
| 3.8
| 3.7
| 3.5
| 3.3
| 3.0
|
| 8.7
| 6.4
| 5.4
| 4.9
| 4.6
| 4.3
| 4.1
| 4.0
| 3.9
| 3.8
| 3.7
| 3.5
| 3.4
| 3.2
| 2.9
|
| 8.5
| 6.2
| 5.3
| 4.8
| 4.4
| 4.2
| 4.0
| 3.9
| 3.8
| 3.7
| 3.5
| 3.4
| 3.3
| 3.1
| 2.7
|
| 8.4
| 6.1
| 5.2
| 4.7
| 4.3
| 4.1
| 3.9
| 3.8
| 3.7
| 3.6
| 3.5
| 3.3
| 3.2
| 3.0
| 2.6
|
| 8.3
| 6.0
| 5.1
| 4.6
| 4.2
| 4.0
| 3.8
| 3.7
| 3.6
| 3.5
| 3.4
| 3.2
| 3.1
| 2.9
| 2.6
|
| 8.2
| 5.9
| 5.0
| 4.5
| 4.2
| 3.9
| 3.8
| 3.6
| 3.5
| 3.4
| 3.3
| 3.1
| 3.0
| 2.8
| 2.5
|
| 8.1
| 5.8
| 4.9
| 4.4
| 4.1
| 3.9
| 3.7
| 3.6
| 3.5
| 3.4
| 3.2
| 3.1
| 2.9
| 2.8
| 2.4
|
| 8.0
| 5.8
| 4.9
| 4.4
| 4.0
| 3.8
| 3.6
| 3.5
| 3.4
| 3.3
| 3.2
| 3.0
| 2.9
| 2.7
| 2.4
|
| 7.9
| 5.7
| 4.8
| 4.3
| 4.0
| 3.8
| 3.6
| 3.4
| 3.3
| 3.3
| 3.1
| 3.0
| 2.8
| 2.7
| 2.3
|
| 7.9
| 5.7
| 4.8
| 4.3
| 3.9
| 3.7
| 3.5
| 3.4
| 3.3
| 3.2
| 3.1
| 2.9
| 2.7
| 2.6
| 2.3
|
| 7.8
| 5.6
| 4.7
| 4.2
| 3.9
| 3.7
| 3.5
| 3.4
| 3.3
| 3.2
| 3.0
| 2.9
| 2.7
| 2.6
| 2.2
|
| 7.7
| 5.5
| 4.6
| 4.1
| 3.8
| 3.6
| 3.4
| 3.3
| 3.2
| 3.1
| 3.0
| 2.8
| 2.7
| 2.5
| 2.1
|
| 7.6
| 5.4
| 4.6
| 4.1
| 3.7
| 3.5
| 3.4
| 3.2
| 3.1
| 3.0
| 2.9
| 2.7
| 2.6
| 2.4
| 2.1
|
| 7.6
| 5.4
| 4.5
| 4.0
| 3.7
| 3.5
| 3.3
| 3.2
| 3.1
| 3.0
| 2.8
| 2.7
| 2.5
| 2.4
| 2.0
|
| 7.3
| 5.2
| 4.3
| 3.8
| 3.5
| 3.3
| 3.1
| 3.0
| 2.9
| 2.8
| 2.7
| 2.5
| 2.4
| 2.2
| 1.8
|
| 7.1
| 5.0
| 4.1
| 3.6
| 3.3
| 3.1
| 2.9
| 2.8
| 2.7
| 2.6
| 2.5
| 2.3
| 2.2
| 2.0
| 1.6
|
| 6.8
| 4.8
| 3.9
| 3.5
| 3.2
| 3.0
| 2.8
| 2.7
| 2.6
| 2.5
| 2.3
| 2.2
| 2.0
| 1.9
| 1.4
| ∞
| 6.6
| 4.6
| 3.8
| 3.3
| 3.0
| 2.8
| 2.6
| 2.5
| 2.4
| 2.3
| 2.2
| 2.5
| 1.9
| 1.7
| 1.0
|
аблица 9П
Значения критерия χ²
df
| Уровень значимости, α
| 0.95
| 0.75
| 0.25
| 0.05
| 0.01
|
| –
| 0.10
| 1.32
| 3.84
| 6.63
|
| 0.10
| 0.58
| 2.77
| 5.99
| 9.21
|
| 0.35
| 1.21
| 4.11
| 7.81
| 11.34
|
| 0.71
| 1.92
| 5.39
| 9.49
| 13.28
|
| 1.15
| 2.67
| 6.63
| 11.07
| 15.09
|
| 1.64
| 3.45
| 7.84
| 12.59
| 16.81
|
| 2.17
| 4.25
| 9.04
| 14.07
| 18.48
|
| 2.73
| 5.07
| 10.22
| 15.51
| 20.09
|
| 3.33
| 5.90
| 11.39
| 16.92
| 21.67
|
| 3.94
| 6.74
| 12.55
| 18.31
| 23.21
|
| 4.57
| 7.58
| 13.70
| 19.68
| 24.72
|
| 5.23
| 8.44
| 14.85
| 21.03
| 26.22
|
| 5.89
| 9.30
| 15.98
| 22.36
| 27.69
|
| 6.57
| 10.17
| 17.12
| 23.68
| 29.14
|
| 7.26
| 11.04
| 18.25
| 25.00
| 30.58
|
| 7.96
| 11.91
| 19.37
| 26.30
| 32.00
|
| 8.67
| 12.79
| 20.49
| 27.59
| 33.41
|
| 9.39
| 13.68
| 21.60
| 28.87
| 34.81
|
| 10.12
| 14.56
| 22.72
| 30.14
| 36.19
|
| 10.85
| 15.45
| 23.83
| 31.41
| 37.57
|
| 11.59
| 16.34
| 24.93
| 32.67
| 38.93
|
| 12.34
| 17.24
| 26.04
| 33.92
| 40.29
|
| 13.09
| 18.14
| 27.14
| 35.17
| 41.64
|
| 13.85
| 19.04
| 28.24
| 36.42
| 42.98
|
| 14.61
| 19.94
| 29.34
| 37.65
| 44.31
|
| 15.38
| 20.84
| 30.43
| 38.89
| 45.64
|
| 16.15
| 21.75
| 31.63
| 40.11
| 46.96
|
| 16.93
| 22.66
| 32.62
| 41.34
| 48.28
|
| 18.49
| 24.48
| 34.80
| 43.77
| 50.89
|
| 26.51
| 33.66
| 45.62
| 55.76
| 63.69
|
| 34.76
| 42.94
| 56.33
| 67.50
| 76.15
|
| 43.19
| 52.29
| 66.98
| 79.08
| 88.38
|
| 51.74
| 61.70
| 77.58
| 90.53
| 100.42
|
| 60.39
| 71.14
| 88.13
| 101.88
| 112.33
|
| 69.13
| 80.62
| 98.64
| 113.14
| 124.12
|
| 77.93
| 90.13
| 109.14
| 124.34
| 135.81
|
Таблица 10П
Значения
| p, %
| 0.0
| 0.1
| 0.2
| 0.3
| 0.4
| 0.5
| 0.6
| 0.7
| 0.8
| 0.9
| | 0.000
| 0.063
| 0.089
| 0.110
| 0.127
| 0.142
| 0.155
| 0.168
| 0.179
| 0.190
|
| 0.200
| 0.210
| 0.220
| 0.229
| 0.237
| 0.246
| 0.254
| 0.262
| 0.269
| 0.277
|
| 0.284
| 0.291
| 0.298
| 0.304
| 0.311
| 0.318
| 0.324
| 0.330
| 0.336
| 0.342
|
| 0.348
| 0.354
| 0.360
| 0.363
| 0.371
| 0.376
| 0.382
| 0.387
| 0.392
| 0.398
|
| 0.403
| 0.408
| 0.413
| 0.418
| 0.423
| 0.428
| 0.432
| 0.437
| 0.442
| 0.448
|
| 0.451
| 0.456
| 0.460
| 0.465
| 0.469
| 0.473
| 0.478
| 0.482
| 0.486
| 0.491
|
| 0.495
| 0.499
| 0.503
| 0.507
| 0.512
| 0.516
| 0.520
| 0.524
| 0.528
| 0.532
|
| 0.536
| 0.539
| 0.543
| 0.546
| 0.551
| 0.555
| 0.559
| 0.562
| 0.566
| 0.570
|
| 0.574
| 0.577
| 0.581
| 0.584
| 0.588
| 0.592
| 0.595
| 0.599
| 0.602
| 0.606
|
| 0.609
| 0.613
| 0.616
| 0.620
| 0.623
| 0.627
| 0.630
| 0.633
| 0.637
| 0.640
|
| 0.644
| 0.647
| 0.650
| 0.653
| 0.657
| 0.660
| 0.663
| 0.666
| 0.670
| 0.673
|
| 0.676
| 0.679
| 0.682
| 0.686
| 0.689
| 0.692
| 0.695
| 0.698
| 0.701
| 0.704
|
| 0.707
| 0.711
| 0.714
| 0.717
| 0.720
| 0.723
| 0.726
| 0.729
| 0.732
| 0.735
|
| 0.738
| 0.741
| 0.744
| 0.747
| 0.750
| 0.752
| 0.755
| 0.758
| 0.761
| 0.764
|
| 0.767
| 0.770
| 0.773
| 0.776
| 0.778
| 0.781
| 0.784
| 0.787
| 0.790
| 0.793
|
| 0.795
| 0.798
| 0.801
| 0.804
| 0.807
| 0.809
| 0.812
| 0.815
| 0.818
| 0.820
|
| 0.823
| 0.826
| 0.828
| 0.831
| 0.834
| 0.837
| 0.839
| 0.842
| 0.845
| 0.847
|
| 0.850
| 0.853
| 0.855
| 0.858
| 0.861
| 0.863
| 0.866
| 0.868
| 0.871
| 0.874
|
| 0.876
| 0.879
| 0.881
| 0.884
| 0.887
| 0.889
| 0.892
| 0.894
| 0.897
| 0.900
|
| 0.902
| 0.905
| 0.907
| 0.910
| 0.912
| 0.915
| 0.917
| 0.920
| 0.922
| 0.925
|
| 0.927
| 0.930
| 0.932
| 0.935
| 0.937
| 0.940
| 0.942
| 0.945
| 0.947
| 0.950
|
| 0.952
| 0.955
| 0.957
| 0.959
| 0.962
| 0.964
| 0.967
| 0.969
| 0.972
| 0.974
|
| 0.976
| 0.979
| 0.981
| 0.984
| 0.986
| 0.988
| 0.991
| 0.993
| 0.996
| 0.998
|
| 1.000
| 1.003
| 1.005
| 1.007
| 1.010
| 1.012
| 1.015
| 1.017
| 1.019
| 1.022
|
| 1.024
| 1.026
| 1.029
| 1.031
| 1.033
| 1.036
| 1.038
| 1.040
| 1.043
| 1.045
|
| 1.047
| 1.050
| 1.052
| 1.054
| 1.056
| 1.059
| 1.061
| 1.063
| 1.066
| 1.068
|
| 1.070
| 1.072
| 1.075
| 1.077
| 1.079
| 1.082
| 1.084
| 1.086
| 1.088
| 1.091
|
| 1.093
| 1.095
| 1.097
| 1.100
| 1.102
| 1.104
| 1.106
| 1.109
| 1.111
| 1.113
|
| 1.115
| 1.117
| 1.120
| 1.122
| 1.124
| 1.126
| 1.129
| 1.131
| 1.133
| 1.135
|
| 1.137
| 1.140
| 1.142
| 1.144
| 1.146
| 1.148
| 1.151
| 1.153
| 1.155
| 1.157
|
| 1.159
| 1.161
| 1.164
| 1.166
| 1.168
| 1.170
| 1.172
| 1.174
| 1.177
| 1.179
|
| 1.182
| 1.183
| 1.185
| 1.187
| 1.190
| 1.192
| 1.194
| 1.196
| 1.198
| 1.200
|
| 1.203
| 1.205
| 1.207
| 1.209
| 1.211
| 1.213
| 1.215
| 1.217
| 1.220
| 1.222
|
| 1.224
| 1.226
| 1.228
| 1.230
| 1.232
| 1.234
| 1.237
| 1.289
| 1.241
| 1.243
|
| 1.245
| 1.247
| 1.249
| 1.251
| 1.254
| 1.256
| 1.258
| 1.260
| 1.262
| 1.264
|
| 1.266
| 1.268
| 1.270
| 1.272
| 1.274
| 1.277
| 1.279
| 1.281
| 1.283
| 1.285
|
| 1.287
| 1.289
| 1.291
| 1.293
| 1.295
| 1.297
| 1.299
| 1.302
| 1.304
| 1.306
|
| 1.308
| 1.310
| 1.312
| 1.314
| 1.316
| 1.318
| 1.320
| 1.322
| 1.324
| 1.326
|
| 1.328
| 1.330
| 1.333
| 1.335
| 1.337
| 1.339
| 1.341
| 1.343
| 1.345
| 1.347
|
| 1.349
| 1.351
| 1.353
| 1.355
| 1.357
| 1.359
| 1.361
| 1.363
| 1.365
| 1.367
|
| 1.369
| 1.371
| 1.374
| 1.376
| 1.378
| 1.380
| 1.382
| 1.384
| 1.346
| 1.388
|
| 1.390
| 1.392
| 1.394
| 1.396
| 1.398
| 1.400
| 1.402
| 1.404
| 1.406
| 1.408
|
| 1.410
| 1.412
| 1.414
| 1.416
| 1.418
| 1.420
| 1.422
| 1.424
| 1.426
| 1.428
|
| 1.430
| 1.432
| 1.434
| 1.436
| 1.438
| 1.440
| 1.442
| 1.444
| 1.446
| 1.448
|
| 1.451
| 1.453
| 1.455
| 1.457
| 1.459
| 1.461
| 1.463
| 1.465
| 1.466
| 1.469
|
| 1.471
| 1.473
| 1.475
| 1.477
| 1.479
| 1.481
| 1.483
| 1.485
| 1.487
| 1.489
|
| 1.491
| 1.493
| 1.495
| 1.497
| 1.499
| 1.501
| 1.503
| 1.505
| 1.507
| 1.509
|
| 1.511
| 1.513
| 1.515
| 1.517
| 1.519
| 1.521
| 1.523
| 1.525
| 1.527
| 1.529
|
| 1.531
| 1.533
| 1.535
| 1.537
| 1.539
| 1.541
| 1.543
| 1.545
| 1.547
| 1.549
|
| 1.551
| 1.553
| 1.555
| 1.557
| 1.559
| 1.561
| 1.563
| 1.565
| 1.567
| 1.569
|
| 1.571
| 1.573
| 1.575
| 1.577
| 1.579
| 1.581
| 1.583
| 1.585
| 1.587
| 1.589
|
| 1.591
| 1.593
| 1.595
| 1.597
| 1.599
| 1.601
| 1.603
| 1.605
| 1.607
| 1.609
|
| 1.611
| 1.613
| 1.615
| 1.617
| 1.619
| 1.621
| 1.623
| 1.625
| 1.627
| 1.629
|
| 1.631
| 1.633
| 1.635
| 1.637
| 1.639
| 1.641
| 1.643
| 1.645
| 1.647
| 1.649
|
| 1.651
| 1.653
| 1.655
| 1.657
| 1.659
| 1.661
| 1.663
| 1.665
| 1.667
| 1.669
|
| 1.671
| 1.673
| 1.675
| 1.677
| 1.679
| 1.681
| 1.683
| 1.685
| 1.687
| 1.689
|
| 1.691
| 1.693
| 1.695
| 1.697
| 1.699
| 1.701
| 1.703
| 1.705
| 1.707
| 1.709
|
| 1.711
| 1.713
| 1.715
| 1.717
| 1.719
| 1.721
| 1.723
| 1.725
| 1.727
| 1.729
|
| 1.731
| 1.734
| 1.736
| 1.738
| 1.740
| 1.742
| 1.744
| 1.746
| 1.748
| 1.750
|
| 4.752
| 1.754
| 1.756
| 1.758
| 1.760
| 1.762
| 1.764
| 1.766
| 1.768
| 1.770
|
| 1.772
| 1.774
| 1.776
| 1.778
| 1.780
| 1.782
| 1.784
| 1.786
| 1.789
| 1.791
|
| 1.793
| 1.795
| 1.797
| 1.799
| 1.801
| 1.803
| 1.805
| 1.807
| 1.809
| 1.811
|
| 1.813
| 1.815
| 1.817
| 1.819
| 1.821
| 1.823
| 1.826
| 1.828
| 1.830
| 1.832
|
| 1.834
| 1.836
| 1.838
| 1.840
| 1.842
| 1.844
| 1.846
| 1.848
| 1.850
| 1.853
|
| 1.855
| 1.857
| 1.859
| 1.861
| 1.863
| 1.865
| 1.867
| 1.869
| 1.871
| 1.873
|
| 1.875
| 1.878
| 1.880
| 1.882
| 1.884
| 1.886
| 1.888
| 1.890
| 1.892
| 1.894
|
| 1.897
| 1.899
| 1.901
| 1.903
| 1.905
| 1.907
| 1.909
| 1.911
| 1.913
| 1.916
|
| 1.918
| 1.920
| 1.922
| 1.924
| 1.926
| 1.928
| 1.930
| 1.933
| 1.935
| 1.937
|
| 1.939
| 1.941
| 1.943
| 1.946
| 1.948
| 1.950
| 1.952
| 1.954
| 1.956
| 1.958
|
| 1.961
| 1.963
| 1.965
| 1.967
| 1.969
| 1.971
| 1.974
| 1.976
| 1.978
| 1.980
|
| 1.982
| 1.984
| 1.987
| 1.989
| 1.991
| 1.993
| 1.995
| 1.998
| 2.000
| 2.002
|
| 2.004
| 2.006
| 2.009
| 2.011
| 2.013
| 2.015
| 2.018
| 2.020
| 2.022
| 2.024
|
| 2.026
| 2.029
| 2.031
| 2.033
| 2.035
| 2.038
| 2.040
| 2.042
| 2.044
| 2.047
|
| 2.049
| 2.051
| 2.053
| 2.056
| 2.058
| 2.060
| 2.062
| 2.065
| 2.067
| 2.069
|
| 2.071
| 2.074
| 2.076
| 2.078
| 2.081
| 2.083
| 2.085
| 2.087
| 2.090
| 2.092
|
| 2.094
| 2.097
| 2.099
| 2.101
| 2.104
| 2.106
| 2.108
| 2.111
| 2.113
| 2.115
|
| 2.118
| 2.120
| 2.122
| 2.125
| 2.127
| 2.129
| 2.132
| 2.134
| 2.136
| 2.139
|
| 2.141
| 2.144
| 2.146
| 2.148
| 2.151
| 2.153
| 2.156
| 2.158
| 2.160
| 2.163
|
| 2.165
| 2.168
| 2.170
| 2.172
| 2.175
| 2.177
| 2.180
| 2.182
| 2.185
| 2.187
|
| 2.190
| 2.192
| 2.194
| 2.197
| 2.199
| 2.202
| 2.204
| 2.207
| 2.209
| 2.212
|
| 2.214
| 2.217
| 2.219
| 2.222
| 2.224
| 2.222
| 2.229
| 2.231
| 2.234
| 2.237
|
| 2.240
| 2.242
| 2.245
| 2.247
| 2.250
| 2.262
| 2.255
| 2.258
| 2.260
| 2.263
|
| 2.265
| 2.268
| 2.271
| 2.273
| 2.276
| 2.278
| 2.281
| 2.284
| 2.286
| 2.289
|
| 2.292
| 2.294
| 2.297
| 2.300
| 2.302
| 2.305
| 2.308
| 2.310
| 2.313
| 2.316
|
| 2.319
| 2.321
| 2.324
| 2.327
| 2.330
| 2.332
| 2.335
| 2.338
| 2.341
| 2.343
|
| 2.346
| 2.349
| 2.352
| 2.355
| 2.357
| 2.360
| 2.363
| 2.366
| 2.369
| 2.372
|
| 2.375
| 2.377
| 2.380
| 2.383
| 2.386
| 2.389
| 2.392
| 2.395
| 2.398
| 2.402
|
| 2.404
| 2.407
| 2.410
| 2.413
| 2.416
| 2.419
| 2.422
| 2.425
| 2.428
| 2.431
|
| 2.434
| 2.437
| 2.440
| 2.443
| 2.447
| 2.450
| 2.453
| 2.456
| 2.459
| 2.462
|
| 2.465
| 2.469
| 2.472
| 2.475
| 2.478
| 2.482
| 2.485
| 2.488
| 2.491
| 2.495
|
| 2.498
| 2.501
| 2.505
| 2.508
| 2.512
| 2.515
| 2.518
| 2.522
| 2.525
| 2.529
|
| 2.532
| 2.536
| 2.539
| 2.543
| 2.546
| 2.550
| 2.554
| 2.557
| 2.561
| 2.564
|
| 2.568
| 2.572
| 2.575
| 2.579
| 2.583
| 2.587
| 2.591
| 2.594
| 2.598
| 2.600
|
| 2.606
| 2.610
| 2.614
| 2.618
| 2.622
| 2.626
| 2.630
| 2.634
| 2.638
| 2.642
|
| 2.647
| 2.651
| 2.655
| 2.659
| 2.664
| 2.668
| 2.673
| 2.677
| 2.638
| 2.642
|
| 2.691
| 2.695
| 2.700
| 2.705
| 2.709
| 2.714
| 2.719
| 2.724
| 2.729
| 2.734
|
| 2.739
| 2.744
| 2.749
| 2.754
| 2.760
| 2.765
| 2.771
| 2.776
| 2.782
| 2.788
|
| 2.793
| 2.799
| 2.805
| 2.811
| 2.818
| 2.824
| 2.830
| 2.837
| 2.844
| 2.851
|
| 2.858
| 2.865
| 2.872
| 2.880
| 2.888
| 2.896
| 2.904
| 2.913
| 2.922
| 2.931
|
| 2.941
| 2.952
| 2.963
| 2.974
| 2.987
| 3.000
| 3.015
| 3.032
| 3.052
| 3.078
|
| 3.142
|
|
|
|
|
|
|
|
|
|
Таблица 11П
Значения критерия U Уилкоксона – Манна – Уитни
Уровень значимости α=0.05
| | Уровень значимости α=0.01
| n
|
|
|
|
|
|
|
| | n
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
Таблица 12П
Значения критерия Т Уайта при уровне значимости α=0.05
Не нашли, что искали? Воспользуйтесь поиском по сайту:
©2015 - 2024 stydopedia.ru Все материалы защищены законодательством РФ.
|