ГОСТ Р ИСО 16269-8—2005
Окончание таблицы В.2
Г71
п
1000
2000
5000
10000
20000
50000
100000
200000
500000
1000000
2
61.224
3 16.639
4
10.887
5 8.784
6
7,699
7 7.035
8
6.584
9 6.257
10
6.009
11 5.813
12
5.654
13 5.522
14
5.412
15 5.317
16
5.235
17 5.163
18
5.100
19 5.044
20
4.993
25 4.804
30
4.678
35 4.589
40
4.522
45 4.470
50
4.428
60 4.365
70
4.320
80 4.286
90
4,260
100 4.239
150
4.176
200 4,144
250
4.125
300 4.113
350
4.104
400 4.097
450
4.092
500 4.088
600
4.081
700 4.077
800
4.074
900 4.071
1000
4.069
004,050
64.269 68.080 70.824
17,470 18.512 19.263
11.430 12.113 12.606
9.221 9.772 10.170
8.081 8.563 8.911
7.383 7.821 8.139
6.908 7.318 7.615
6.564 6.952 7,234
6.302 6.673 6.943
6.095 6.453 6,714
5.928 6.275 6.527
5.789 6.127 6.373
5.672 6.002 6.242
5.572 5.895 6.130
5.485 5.802 6.033
5.409 5.721 5.948
5.342 5.649 5,873
5,282 5.585 5.806
5.228 5.528 5.746
5.026 5.310 5.518
4.892 5.166 5.366
4.797 5.062 5,256
4.725 4.984 5.174
4.668 4.923 5.109
4.623 4.873 5.056
4.555 4.799 4.977
4.506 4.745 4.920
4.470 4.704 4.876
4.441 4.672 4.842
4.418 4.647 4,815
4.349 4.569 4.731
4.314 4.530 4.689
4.293 4.507 4.663
4.279 4.491 4.646
4.269 4.480 4.634
4,262 4.471 4,625
4.256 4.465 4.617
4.251 4.459 4,612
4.244 4.452 4.603
4.239 4.446 4.597
4.236 4.442 4.592
4.233 4.438 4.589
4.230 4.436 4,586
4.2104.4124.560
73.462 76.806 79.239
19.987 20.905 21.574
13.081 13,684 14,124
10.553 11.041 11.397
9.248 9.675
9.987
8.446 8.837 9.122
7.902 8,267 8.534
7.506 7,852 8.106
7,204 7,536 7.779
6.965 7.286 7.521
6.771
7.083
7.311
6.611 6.914 7.137
6.475 6.772
6.989
6.358 6.650 6.863
6.257 6.543 6.753
6.169 6.450 6.657
6.090 6.368 6.571
6.020 6.294 6.495
5.958 6.228
6.427
5.719 5.977 6.167
5.560 5.809
5.992
5.445 5.688 5.866
5.358 5.595 5.770
5.290 5.523 5.694
5.235
5.
46
4
5.632
5.151 5.374 5.539
5.090 5.309
5.470
5.044 5,260 5.418
5.008 5,220
5.377
4.978 5.189 5.344
4.889 5.091 5.241
4.843 5.041 5.188
4.815 5.011 5.155
4.797 4.991 5.133
4.784 4,976
5.118
4.774 4.965 5.106
4.766 4.956
5.096
4.760 4.949 5.089
4,750 4.939 5.078
4.744 4.932 5.070
4.739 4.926 5.064
4.735 4.922 5.059
4.732 4.918
5.056
4.7034.8875.022
81.597 84.610
22.222 23.051
14.551 15.097
11.742 12.184
10.291 10.679
9.399 9.754
8.793 9.125
8.352 8.667
8.015 8.318
7.749 8.042
7.533 7.817
7.353 7,630
7,201 7.472
7.070 7.336
6.957 7.219
6,857 7.115
6.769 7,024
6.691 6.942
6,620 6.868
6.351 6.588
6.170 6.399
6.039 6.262
5.939 6.158
5.861 6,076
5.797 6.009
5.699 5.906
5.628 5.831
5.573 5.773
5,530 5.728
5.495 5.691
5.387 5.575
5.330 5.515
5,296 5.478
5.273 5.452
5.256 5.434
5.243 5.421
5,233 5.410
5.225 5.401
5.214 5,388
5.205 5.379
5.199 5.372
5.194 5.366
5.190 5.362
5.1535.323
86.818
23.659
15.497
12.509
10.963
10.014
9.369
8.899
8.540
8.256
8.026
7.834
7,671
7.532
7.411
7.305
7.211
7.126
7.051
6.762
6.568
6.427
6.319
6.234
6.165
6.059
5.981
5.921
5.874
5.835
5.714
5.651
5.612
5.585
5.566
5.552
5.540
5.531
5.517
5,507
5.500
5.494
5.489
5.447
П р и м е ч а н и е — В таблице приведены такие значения коэффициента к. которые позволяют с уровнем
доверия не менее 95 % быть уверенным, что ни одно наблюдение из будущей выборки объема т из нормаль
ной совокупности не будет лежать вне интервала (х -ks, х + ks), где х и s определены по выборке разме
ра л из той же совокупности.
5
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