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Приложение А. Значения интегральной функции Лапласа Ф(t) x Ф(х) x Ф(х) x Ф(х) x Ф(х) x Ф(х)
Значения интегральной функции Лапласа Ф(t)
x
| Ф(х)
| x
| Ф(х)
| x
| Ф(х)
| x
| Ф(х)
| x
| Ф(х)
| x
| Ф(х)
| 0, 00
| 0, 0000
| 0, 48
| 0, 1844
| 0, 96
| 0, 3315
| 1, 44
| 0, 4251
| 1, 92
| 0, 4726
| 2, 80
| 0, 4974
| 0, 01
| 0, 0040
| 0, 49
| 0, 1879
| 0, 97
| 0, 3340
| 1, 45
| 0, 4265
| 1, 93
| 0, 4732
| 2, 90
| 0, 4981
| 0, 02
| 0, 0080
| 0, 50
| 0, 1915
| 0, 98
| 0, 3365
| 1, 46
| 0, 4279
| 1, 94
| 0, 4738
| 2, 92
| 0, 4982
| 0, 03
| 0, 0120
| 0, 51
| 0, 1950
| 0, 99
| 0, 3389
| 1, 47
| 0, 4292
| 1, 95
| 0, 4744
| 2, 94
| 0, 4984
| 0, 04
| 0, 0160
| 0, 52
| 0, 1985
| 1, 00
| 0, 3413
| 1, 48
| 0, 4306
| 1, 96
| 0, 4750
| 2, 96
| 0, 4985
| 0, 05
| 0, 0199
| 0, 53
| 0, 2019
| 1, 01
| 0, 3438
| 1, 49
| 0, 4319
| 1, 97
| 0, 4756
| 2, 98
| 0, 4986
| 0, 06
| 0, 0239
| 0, 54
| 0, 2054
| 1, 02
| 0, 3461
| 1, 50
| 0, 4332
| 1, 98
| 0, 4761
| 3, 00
| 0, 49865
| 0, 07
| 0, 0279
| 0, 55
| 0, 2088
| 1, 03
| 0, 3485
| 1, 51
| 0, 4345
| 1, 99
| 0, 4767
| 3, 20
| 0, 49931
| 0, 08
| 0, 0319
| 0, 56
| 0, 2123
| 1, 04
| 0, 3508
| 1, 52
| 0, 4357
| 2, 00
| 0, 4772
| 3, 40
| 0, 49966
| 0, 09
| 0, 0359
| 0, 57
| 0, 2157
| 1, 05
| 0, 3531
| 1, 53
| 0, 4370
| 2, 02
| 0, 4783
| 3, 60
| 0, 499841
| 0, 10
| 0, 0398
| 0, 58
| 0, 2190
| 1, 06
| 0, 3554
| 1, 54
| 0, 4382
| 2, 04
| 0, 4793
| 3, 80
| 0, 499928
| 0, 11
| 0, 0438
| 0, 59
| 0, 2224
| 1, 07
| 0, 3577
| 1, 55
| 0, 4394
| 2, 06
| 0, 4803
| 4, 00
| 0, 499968
| 0, 12
| 0, 0478
| 0, 60
| 0, 2257
| 1, 08
| 0, 3599
| 1, 56
| 0, 4406
| 2, 08
| 0, 4812
| 4, 50
| 0, 499997
| 0, 13
| 0, 0517
| 0, 61
| 0, 2291
| 1, 09
| 0, 3621
| 1, 57
| 0, 4418
| 2, 10
| 0, 4821
| 5, 00
| 0, 499997
| 0, 14
| 0, 0557
| 0, 62
| 0, 2324
| 1, 10
| 0, 3643
| 1, 58
| 0, 4429
| 2, 12
| 0, 4830
|
|
| 0, 15
| 0, 0596
| 0, 63
| 0, 2357
| 1, 11
| 0, 3665
| 1, 59
| 0, 4441
| 2, 14
| 0, 4838
|
|
| 0, 16
| 0, 0636
| 0, 64
| 0, 2389
| 1, 12
| 0, 3686
| 1, 60
| 0, 4452
| 2, 16
| 0, 4846
|
|
| 0, 17
| 0, 0675
| 0, 65
| 0, 2422
| 1, 13
| 0, 3708
| 1, 61
| 0, 4463
| 2, 18
| 0, 4854
|
|
| 0, 18
| 0, 0714
| 0, 66
| 0, 2454
| 1, 14
| 0, 3729
| 1, 62
| 0, 4474
| 2, 20
| 0, 4861
|
|
| 0, 19
| 0, 0753
| 0, 67
| 0, 2486
| 1, 15
| 0, 3749
| 1, 63
| 0, 4484
| 2, 22
| 0, 4868
|
|
| 0, 20
| 0, 0793
| 0, 68
| 0, 2517
| 1, 16
| 0, 3770
| 1, 64
| 0, 4495
| 2, 24
| 0, 4875
|
|
| 0, 21
| 0, 0832
| 0, 69
| 0, 2549
| 1, 17
| 0, 3790
| 1, 65
| 0, 4505
| 2, 26
| 0, 4881
|
|
| 0, 22
| 0, 0871
| 0, 70
| 0, 2580
| 1, 18
| 0, 3810
| 1, 66
| 0, 4515
| 2, 28
| 0, 4887
|
|
| 0, 23
| 0, 0910
| 0, 71
| 0, 2611
| 1, 19
| 0, 3830
| 1, 67
| 0, 4525
| 2, 30
| 0, 4893
|
|
| 0, 24
| 0, 0948
| 0, 72
| 0, 2642
| 1, 20
| 0, 3849
| 1, 68
| 0, 4535
| 2, 32
| 0, 4898
|
|
| 0, 25
| 0, 0987
| 0, 73
| 0, 2673
| 1, 21
| 0, 3869
| 1, 69
| 0, 4545
| 2, 34
| 0, 4904
|
|
| 0, 26
| 0, 1026
| 0, 74
| 0, 2703
| 1, 22
| 0, 3883
| 1, 70
| 0, 4554
| 2, 36
| 0, 4909
|
|
| 0, 27
| 0, 1064
| 0, 75
| 0, 2734
| 1, 23
| 0, 3907
| 1, 71
| 0, 4564
| 2, 38
| 0, 4913
|
|
| 0, 28
| 0, 1103
| 0, 76
| 0, 2764
| 1, 24
| 0, 3925
| 1, 72
| 0, 4573
| 2, 40
| 0, 4918
|
|
| 0, 29
| 0, 1141
| 0, 77
| 0, 2794
| 1, 25
| 0, 3944
| 1, 73
| 0, 4582
| 2, 42
| 0, 4922
|
|
| 0, 30
| 0, 1179
| 0, 78
| 0, 2823
| 1, 26
| 0, 3962
| 1, 74
| 0, 4591
| 2, 44
| 0, 4927
|
|
| 0, 31
| 0, 1217
| 0, 79
| 0, 2852
| 1, 27
| 0, 3980
| 1, 75
| 0, 4599
| 2, 46
| 0, 4931
|
|
| 0, 32
| 0, 1255
| 0, 80
| 0, 2881
| 1, 28
| 0, 3997
| 1, 76
| 0, 4608
| 2, 48
| 0, 4934
|
|
| 0, 33
| 0, 1293
| 0, 81
| 0, 2910
| 1, 29
| 0, 4015
| 1, 77
| 0, 4616
| 2, 50
| 0, 4938
|
|
| 0, 34
| 0, 1331
| 0, 82
| 0, 2939
| 1, 30
| 0, 4032
| 1, 78
| 0, 4625
| 2, 52
| 0, 4941
|
|
| 0, 35
| 0, 1368
| 0, 83
| 0, 2967
| 1, 31
| 0, 4049
| 1, 79
| 0, 4633
| 2, 54
| 0, 4945
|
|
| 0, 36
| 0, 1406
| 0, 84
| 0, 2995
| 1, 32
| 0, 4066
| 1, 80
| 0, 4641
| 2, 56
| 0, 4948
|
|
| 0, 37
| 0, 1443
| 0, 85
| 0, 3023
| 1, 33
| 0, 4082
| 1, 81
| 0, 4649
| 2, 58
| 0, 4951
|
|
| 0, 38
| 0, 1480
| 0, 86
| 0, 3051
| 1, 34
| 0, 4099
| 1, 82
| 0, 4656
| 2, 60
| 0, 4953
|
|
| 0, 39
| 0, 1517
| 0, 87
| 0, 3078
| 1, 35
| 0, 4115
| 1, 83
| 0, 4664
| 2, 62
| 0, 4956
|
|
| 0, 40
| 0, 1554
| 0, 88
| 0, 3106
| 1, 36
| 0, 4131
| 1, 84
| 0, 4671
| 2, 64
| 0, 4959
|
|
| 0, 41
| 0, 1591
| 0, 89
| 0, 3133
| 1, 37
| 0, 4147
| 1, 85
| 0, 4678
| 2, 66
| 0, 4961
|
|
| 0, 42
| 0, 1628
| 0, 90
| 0, 3159
| 1, 38
| 0, 4162
| 1, 86
| 0, 4686
| 2, 68
| 0, 4963
|
|
| 0, 43
| 0, 1664
| 0, 91
| 0, 3186
| 1, 39
| 0, 4177
| 1, 87
| 0, 4693
| 2, 70
| 0, 4965
|
|
| 0, 44
| 0, 1700
| 0, 92
| 0, 3212
| 1, 40
| 0, 4192
| 1, 88
| 0, 4699
| 2, 72
| 0, 4967
|
|
| 0, 45
| 0, 1736
| 0, 93
| 0, 3238
| 1, 41
| 0, 4207
| 1, 89
| 0, 4706
| 2, 74
| 0, 4969
|
|
| 0, 46
| 0, 1772
| 0, 94
| 0, 3264
| 1, 42
| 0, 4222
| 1, 90
| 0, 4713
| 2, 76
| 0, 4971
|
|
| 0, 47
| 0, 1808
| 0, 95
| 0, 3289
| 1, 43
| 0, 4236
| 1, 91
| 0, 4719
| 2, 78
| 0, 4973
|
|
|
Приложение Б
Критические значения критерия Пирсона

Приложение В
Критические значения коэффициента Стьюдента (t-критерия) для различной доверительной вероятности Р и числа степеней свободы f=n-1
f=n-1
| P
| 0.80
| 0.90
| 0.95
| 0.98
| 0.99
| 0.995
| 0.998
| 0.999
|
| 3.0770
| 6.3130
| 12.7060
| 31.820
| 63.656
| 127.656
| 318.306
| 636.619
|
| 1.8850
| 2.9200
| 4.3020
| 6.964
| 9.924
| 14.089
| 22.327
| 31.599
|
| 1.6377
| 2.35340
| 3.182
| 4.540
| 5.840
| 7.458
| 10.214
| 12.924
|
| 1.5332
| 2.13180
| 2.776
| 3.746
| 4.604
| 5.597
| 7.173
| 8.610
|
| 1.4759
| 2.01500
| 2.570
| 3.649
| 4.0321
| 4.773
| 5.893
| 6.863
|
| 1.4390
| 1.943
| 2.4460
| 3.1420
| 3.7070
| 4.316
| 5.2070
| 5.958
|
| 1.4149
| 1.8946
| 2.3646
| 2.998
| 3.4995
| 4.2293
| 4.785
| 5.4079
|
| 1.3968
| 1.8596
| 2.3060
| 2.8965
| 3.3554
| 3.832
| 4.5008
| 5.0413
|
| 1.3830
| 1.8331
| 2.2622
| 2.8214
| 3.2498
| 3.6897
| 4.2968
| 4.780
|
| 1.3720
| 1.8125
| 2.2281
| 2.7638
| 3.1693
| 3.5814
| 4.1437
| 4.5869
|
| 1.363
| 1.795
| 2.201
| 2.718
| 3.105
| 3.496
| 4.024
| 4.437
|
| 1.3562
| 1.7823
| 2.1788
| 2.6810
| 3.0845
| 3.4284
| 3.929
| 4.178
|
| 1.3502
| 1.7709
| 2.1604
| 2.6503
| 3.1123
| 3.3725
| 3.852
| 4.220
|
| 1.3450
| 1.7613
| 2.1448
| 2.6245
| 2.976
| 3.3257
| 3.787
| 4.140
|
| 1.3406
| 1.7530
| 2.1314
| 2.6025
| 2.9467
| 3.2860
| 3.732
| 4.072
|
| 1.3360
| 1.7450
| 2.1190
| 2.5830
| 2.9200
| 3.2520
| 3.6860
| 4.0150
|
| 1.3334
| 1.7396
| 2.1098
| 2.5668
| 2.8982
| 3.2224
| 3.6458
| 3.965
|
| 1.3304
| 1.7341
| 2.1009
| 2.5514
| 2.8784
| 3.1966
| 3.6105
| 3.9216
|
| 1.3277
| 1.7291
| 2.0930
| 2.5395
| 2.8609
| 3.1737
| 3.5794
| 3.8834
|
| 1.3253
| 1.7247
| 2.08600
| 2.5280
| 2.8453
| 3.1534
| 3.5518
| 3.8495
|
| 1.3230
| 1.7200
| 2.2.0790
| 2.5170
| 2.8310
| 3.1350
| 3.5270
| 3.8190
|
| 1.3212
| 1.7117
| 2.0739
| 2.5083
| 2.8188
| 3.1188
| 3.5050
| 3.7921
|
| 1.3195
| 1.7139
| 2.0687
| 2.4999
| 2.8073
| 3.1040
| 3.4850
| 3.7676
|
| 1.3178
| 1.7109
| 2.0639
| 2.4922
| 2.7969
| 3.0905
| 3.4668
| 3.7454
|
| 1.3163
| 1.7081
| 2.0595
| 2.4851
| 2.7874
| 3.0782
| 3.4502
| 3.7251
|
| 1.315
| 1.705
| 2.059
| 2.478
| 2.778
| 3.0660
| 3.4360
| 3.7060
|
| 1.3137
| 1.7033
| 2.0518
| 2.4727
| 2.7707
| 3.0565
| 3.4210
| 3.6896
|
| 1.3125
| 1.7011
| 2.0484
| 2.4671
| 2.7633
| 3.0469
| 3.4082
| 3.6739
|
| 1.3114
| 1.6991
| 2.0452
| 2.4620
| 2.7564
| 3.0360
| 3.3962
| 3.8494
|
| 1.3104
| 1.6973
| 2.0423
| 2.4573
| 2.7500
| 3.0298
| 3.3852
| 3.6460
|
| 1.303
| 1.6839
| 2.0211
| 2.4233
| 2.7045
| 3.9712
| 3.3069
| 3.5510
|
| 1.298
| 1.6759
| 2.0086
| 2.4033
| 2.6778
| 3.9370
| 3.2614
| 3.4060
|
| 1.2901
| 1.6602
| 1.9840
| 2.3642
| 2.6259
| 2.8707
| 3.1737
| 3.3905
|
| 1.2872
| 1.6551
| 1.9759
| 2.3515
| 2.6090
| 2.8482
| 3.1455
| 3.3566
|
| 1.2858
| 1.6525
| 1.9719
| 2.3451
| 2.6006
| 2.8385
| 3.1315
| 3.3398
|
| 1.2849
| 1.6510
| 1.9695
| 2.3414
| 2.5966
| 2.8222
| 3.1232
| 3.3299
|
| 1.2844
| 1.6499
| 1.9679
| 2.3388
| 2.5923
| 2.8279
| 3.1176
| 3.3233
|
| 1.2837
| 1.6487
| 1.9659
| 2.3357
| 2.5882
| 2.8227
| 3.1107
| 3.3150
|
| 1.2830
| 1.6470
| 1.9640
| 2.3330
| 2.7850
| 2.8190
| 3.1060
| 3.3100
|
|