ГОСТ Р И С 016269-8—2005
Т а б л и ц а А.5 — Значение коэффициента к для определения одностороннего предикционнога интервала
с уровнем доверия 99.5 % и неизвестным стандартным отклонением совокупности
п
1
2
3
4
5
т
в
7
89
1015
2 77.964
3 11.461
4
6.531
5 5.044
6 4.356
7 3.964
8 3.712
9 3.537
10
3.409
11 3.311
12 3.233
13 3.170
14 3,119
15
3.075
16
3.038
17 3.006
18 2.978
19 2.954
20 2.932
25
2.853
30
2.802
35 2.768
40 2.742
45 2.723
50 2.707
60
2.684
70
2.668
80 2.656
90 2.647
100 2.640
150 2.618
200 2.608
250 2.601
300 2.597
350 2.594
400 2.592
450 2.590
500
2.589
600
2.587
700 2.585
800 2.584
900 2.583
1000 2.583
оо
2.576
122.981
15.108
8.059
6.020
5.097
4.579
4.249
4.022
3.856
3.730
3.631
3.551
3.485
3.430
3.383
3.342
3.307
3.277
3.249
3.150
3.087
3.044
3.012
2.988
2.968
2.940
2.920
2.906
2.894
2.885
2.859
2.846
2.838
2.833
2.829
2.826
2.824
2.822
2.820
2.818
2.817
2.816
2.815
2.807
153.482
17.441
9.019
6.625
5.551
4.952
4.573
4.312
4.122
3.978
3.865
3.774
3.699
3.636
3.583
3.537
3.498
3.463
3.432
3.320
3.249
3.200
3,164
3.137
3.116
3.084
3.062
3.045
3.033
3.023
2.993
2.978
2.970
2.964
2.960
2.957
2.954
2.952
2.949
2.947
2.946
2.945
2.944
2,935
176.082
19.147
9.719
7.065
5.880
5,222
4.806
4.520
4.313
4.155
4.032
3.932
3.851
3.783
3.725
3.675
3.632
3.594
3.560
3.439
3.362
3.309
3,270
3.241
3,218
3,184
3.160
3.142
3.128
3.118
3.085
3.070
3.060
3.054
3.050
3.046
3.044
3.042
3.039
3.036
3.035
3,033
3.032
3.023
193.812
20.483
10,268
7.410
6.139
5.433
4.988
4.683
4.461
4.293
4.162
4.056
3.969
3.896
3.834
3.781
3.735
3.695
3.660
3.530
3.449
3.393
3.352
3.320
3.296
3,260
3.234
3,216
3,201
3.190
3.156
3.139
3.129
3.123
3.118
3.114
3.112
3.110
3.106
3.104
3.102
3.101
3.100
3.090
208.279
21.575
10.719
7.694
6.351
5.607
5.138
4.816
4.583
4.406
4.268
4.156
4.065
3.989
3.924
3.868
3.820
3.778
3.740
3.605
3.519
3.460
3.417
3.385
3.359
3.321
3.295
3.275
3.260
3.248
3.213
3.195
3.185
3.178
3.173
3.169
3.166
3.164
3.161
3.158
3.157
3.155
3.154
3.144
220.429
22.497
11.101
7.935
6.532
5,755
5.265
4.930
4.686
4.502
4.358
4.242
4.146
4.067
3.999
3.941
3.891
3.847
3.808
3.667
3.578
3.517
3.473
3.439
3.412
3.373
3.345
3.325
3.309
3.297
3.260
3.242
3.231
3.224
3.219
3.215
3.212
3.210
3.206
3.204
3.202
3.200
3.199
3.189
230.86
239.97
23.291 23.988
11.431 11.721
8.144 8.328
6.688 6.827
5.883
5.996
5.375 5.473
5.028
5.115
4.776 4.855
4.585 4.659
4.436 4.505
4.316
4.381
4.217
4.279
4.135 4.194
4.065 4.122
4.005 4.061
3.953 4.007
3.907 3.960
3.867
3.919
3.721 3.769
3.629 3.674
3.566 3.609
3.520 3.562
3.485 3.526
3.457
3.497
3.417 3.456
3.388 3.426
3.367 3.405
3.351 3.388
3.338 3.375
3.301
3.336
3.282
3.317
3.271 3.305
3.263 3.298
3.258 3.293
3.254
3.289
3.251
3.285
3.249 3.283
3,245 3.279
3.243 3.277
3.241 3.275
3.239 3.273
3.238
3.272
3.2273.261
248.03
>250
24.60726,949
11.98112,968
8.4939.123
6.9507.425
6.097
6.487
5.560
5.897
5.193
5.492
4.9265.199
4.7244.977
4.5664.803
4.439
4.
6
63
4.335
4.
5
49
4.2484.453
4,1744.372
4.1114.302
4.0564.242
4.0084.189
3.965
4.142
3.8113.973
3.7143.866
3.6473.793
3.5993.740
3.5623.700
3.533
3.668
3.4903.621
3.4603.588
3.4383.564
3.4213.545
3.407
3.5
3
1
3.3683.487
3.348
3.466
3.3363.453
3.3293.444
3.3233.438
3.319
3.434
3.316
3.430
3.3133.428
3.3093.423
3.3073.421
3.3053.418
3.3033.417
3.302
3.415
3.2903.403
24