ГОСТ Р И С 016269-8— 2005
Т а б л и ц а А.З — Значение коэффициента к для определения одностороннего предикционнога интервала
с уровнем доверия 97.5 % и неизвестным стандартным отклонением совокупности
т
п
12
345
в7
891015
2 15.562 24.575
3 4.969 6.629
4
3.559 4.491
5 3.042 3.738
6 2.777 3.360
7 2.616 3,134
8 2.509 2.983
9 2.431 2.876
10
2.373
2.796
11 2.328 2.734
12 2.291 2.684
13 2.262 2.644
14 2.237 2.610
15
2,216 2.581
16
2.198 2.557
17 2.182 2.535
18 2.168 2,517
19 2.156 2.500
20 2.145 2.486
25
2.105
2.432
30
2.080 2.398
35
2.062 2.374
40 2.048 2.356
45 2.038 2.343
50 2.030 2.332
60
2.018 2.316
70
2.010 2.305
80 2.003 2.296
90 1.998 2.290
100 1.995 2,285
150 1.983 2.269
200 1.977 2.262
250 1.974 2.257
300 1.972 2.254
350 1,970 2.252
400 1.969 2,251
450 1.968 2.249
500
1.967 2.248
600
1.966 2.247
700 1.965 2.246
800 1.965 2.245
900 1.964 2.244
1000 1.964 2.244
00
1.9602.239
30.678
35.1
9
9
38.746
7.683 8.4519.052
5.068 5.4865.812
4.161 4.4664.703
3.709 3,9604.155
3.440
3.659
3.830
3.262
3.4
6
1
3.615
3.136
3,320
3.463
3.042 3.2153.349
2.968 3.1343.261
2.910 3.0693.191
2.862
3.016
3.134
2.823
2.
9
72
3.087
2.789 2,9353.046
2.760 2.9033.012
2.736 2.8752.983
2.714 2.8512.957
2,695 2.8302.934
2,678
2.
8
11
2.914
2,615 2.7422.839
2.575 2.6982.791
2.547 2.6672.758
2.527 2,6442.733
2.511 2.6272.714
2.498
2.
6
13
2.700
2.480 2.5922.678
2.467 2.5782.662
2.457 2.5672.651
2.450 2.5592.642
2.444
2.553
2.635
2.426
2.533
2.614
2.417
2,523
2.603
2.412 2,5182.597
2.409 2,5142.593
2.406 2.5112.590
2.404
2.
5
09
2.588
2.403
2.
5
07
2.586
2.402 2.5062.585
2.400 2.5042.583
2.399 2.5032.582
2.398 2.5022.580
2.397 2.5012.580
2,397
2.500
2.579
2.3912.4952.573
41.64044.070
9.543 9.956
6.079 6.305
4.898 5.062
4.315 4.449
3.969 4.086
3.741 3.847
3.579 3.677
3.458 3.551
3.365 3.453
3.291 3.375
3.230 3.311
3.180 3.258
3.137 3.213
3,101 3.175
3.069 3,142
3.042 3,113
3.018 3.088
2.9963.065
2.9172,982
2.8662.929
2.8312.892
2.8052.865
2.7852.844
2.7692.828
2.7462.803
2.7302.786
2.7182.773
2.7082.764
2.7012.756
2.6792.732
2.6682.721
2.6612.714
2.6572.710
2.6542.706
2.6512.704
2.6502.702
2.6482.700
2.6462.698
2.6442.697
2.6432.695
2.6422.694
2.6422,694
2.6352.687
46.156 47.977 49.589 55,621
10.312 10.624 10.902
11.950
6.500 6.671 6.824
7.
4
03
5.205 5.330 5.441
5.867
4.566 4.669 4.761
5.111
4,188 4.278 4.357 4.663
3.939 4.019 4.092 4.367
3.762 3.837 3.903 4.158
3.630 3.700 3.763
4.002
3.528 3.595 3.654
3.881
3.447 3.511 3.567 3.784
3.381 3.442 3.497 3.705
3.326 3.385 3.438 3.640
3.279 3.337 3.388
3.585
3.239 3.296 3.346
3.
5
37
3.205 3.260 3.309
3.496
3.175 3.229 3.277
3.461
3.149 3.202 3.249 3.429
3.125 3.177 3.224 3.401
3.039 3.088 3.132
3.
2
98
2.983 3.031 3,073
3.232
2.945 2.991 3.032
3.
1
86
2.916 2.961 3.001
3.
1
53
2.895 2.939 2.978 3.127
2.878 2.921 2.960 3.106
2.852 2.895 2.933
3.076
2.834 2.876 2.914 3.055
2.821 2.863 2.900
3.
0
39
2.811 2.852 2.889
3.
0
27
2.803 2.844 2.880 3.017
2.778 2.819 2.854 2.988
2.767 2.806 2.841 2.974
2.759 2.799 2.834
2.
9
66
2.755 2.794 2.829
2.
9
60
2.751 2.791 2.825 2.956
2.749 2.788 2.823
2.
9
53
2.747 2.786 2.820 2.951
2.745 2.784 2.819
2.
9
49
2.743 2.782 2.816
2.946
2.741 2.780 2.815
2.944
2.740 2.779 2.813
2.942
2.739 2.778 2.812 2.941
2.738 2.777 2.811 2.940
2,7312.7702.804
2.932
18