ГОСТ Р ИС0 16269-8—2005
Окончание табпицы В.1
Г71
п
1000
20005000
100002000050000100000
200000500000ЮООООО
2 30.549
3 11.599
4 8.433
5 7.163
6
6.473
7 6.037
8 5,735
9 5.511
10 5.339
11 5.201
12 5.089
13 4.995
14
4.916
15 4.848
16 4.788
17 4,736
18 4.690
19 4.648
20 4.611
25 4.470
30
4.375
35 4.307
40 4.256
45 4,216
50 4.183
60 4.134
70 4.099
80 4.072
90
4.051
100 4.034
150 3.983
200 3.957
250 3.941
300 3.931
350 3.924
400 3.918
450
3.914
500 3.910
600 3.905
700 3.901
800 3.898
900 3.896
1000 3.894
СО
3.878
32.068 33.970
12,180 12.908
8.856 9.387
7.522 7.974
6,798 7.206
6.339 6.720
6.021 6.382
5.786 6.132
5.604 5.939
5.459 5.785
5.341 5.659
5,242 5.554
5.158 5.464
5.086 5.387
5.023 5.320
4.968 5.261
4.918 5,208
4.875 5.162
4.835 5.119
4.685 4.958
4.584 4.850
4.512 4.771
4.456 4,711
4.413 4.664
4.378 4.626
4.325 4.568
4.287 4.526
4.258 4.494
4,235 4.468
4.216 4.448
4.160 4.385
4.131 4.353
4.114 4.334
4.103 4.321
4.094 4.311
4.088 4.304
4.083 4.298
4.079 4.294
4.073 4.287
4.069 4.283
4.066 4.279
4,064 4.276
4.062 4,274
4.0444.254
35.340 36.656 38.325 39.539
13.433 13.938 14.580 15.047
9.771 10.140
10.609
10.951
8.300 8.615 9.015 9.306
7,501 7.786 8.148
8.412
6.995 7.261 7.599 7.845
6.643 6.896 7.217 7.451
6.383 6.625 6.934 7.159
6.182 6.417 6.715 6.933
6.021 6.250 6.541 6.753
5.890 6.113
6.397
6.605
5,780 5.999 6.278 6.481
5.687 5.902 6.176
6.376
5.606 5.818 6.088 6.285
5.536 5.745 6.011 6.206
5.474 5.680 5.944 6.136
5.419 5.623 5.883 6.074
5.370 5.572 5.830 6.018
5.326
5.526
5.781
5.968
5.157 5.350 5.596 5.776
5.043 5.230 5.470
5.645
4.960 5.144 5.378 5.550
4.897 5.078 5.308 5.477
4.847 5.025 5.253 5.420
4.807 4.983 5.208 5.373
4.746 4.918 5.139 5.300
4.701
4.870 5.088
5.247
4.666 4.834 5.049 5.207
4.639 4.805 5.018
5
.
174
4.617 4.782 4.993 5.148
4.550 4.710 4.915 5.065
4.515 4.672 4.874 5.022
4,494 4.649 4.849 4.995
4.480 4.634 4,832 4.977
4.469
4.623 4.820
4.964
4.462 4.614 4.810 4.954
4.455 4.608 4.803
4.
9
46
4.451 4.603 4.797 4.940
4.443 4.595 4.788 4.930
4.438 4.589 4.782 4.924
4.434 4.585 4.777 4.918
4.431 4.581 4.773 4.914
4.429
4.579 4.770
4.911
4,4064.5544.7434.882
40.716 42.220 43.322
15.499 16.078 16.502
11.283 11.707 12.018
9.589 9.951 10.217
8.669 8.997 9,237
8.0858,3918.616
7.6797.9708.184
7.3787.6587,864
7.1457.4177.616
6.9597.2247.418
6.8077.0667,256
6.6796.9337,120
6.5716.8207,004
6.4776.7236.904
6.3956.6386.816
6.3236.5636.739
6.2596.4966.671
6.2016.4376.610
6.1506.3836.554
5.9516.1766.342
5.8166.0356.197
5.7185.9336.091
5.6425.8546.009
5.5825.7915.945
5.5335,7405.892
5.4585.6615.811
5.4035.6035.750
5.3605.5585,704
5.3265.5225.667
5.2995.4935.636
5.2125.4015.541
5.1675.3535.490
5.1385.3225.458
5.1195.3015.436
5.1055.2865.420
5.0945.2755.408
5.0865.2665.398
5.0795.2585.390
5.0695.2475.379
5.0625.2395.370
5.0565.2335.364
5.0525,2285.359
5.0485.2255.355
5.0175.1905,318
П р и м е ч а н и е — В таблице приведены такие значения коэффициента к. которые позволяют с уровнем
доверия не менее 90 % 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
ms
определены по выборке разме ра л из той
же совокупности.
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