ГОСТ Р ИС0 16269-8—2005
Т а б л и ц а В.4 — Значение коэффициента к для определения двустороннего предикционного интервала с
уровнем доверия 99 % и неизвестным стандартным отклонением совокупности
л
1
2
3
4
5
т
6
7
8
9
10
15
277.964
108.673
126.629
138.998
148.307
155.711
161.825
167.013
171.506
175.460
190.123
311.461
14.604
16.496
17.831
18.853
19.676
20.362
20.949
21.461
21.913
23.608
4
6.531 7.943
5 5.044 5.973
6 4.356 5.072
7 3.964 4.563
8 3.712 4.238
9
3.537 4,014
10
3.409
3.850
11 3.311 3.725
12 3.233 3.627
13 3.170 3.547
14 3.119 3.482
15
3.075 3.427
16
3.038 3,380
17 3.006 3,340
18 2.978 3.305
19 2.954 3.275
20 2.932 3.247
25
2.853
3.148
30
2.802 3.086
35 2.768 3.043
40 2.742 3.011
45 2.723 2.987
50 2.707 2,968
60
2.684 2.940
70
2.668 2.920
80 2.656 2.905
90 2.647 2.894
100 2.640 2.885
150 2.618 2.858
200
2.608 2.845
250
2.601 2.837
300 2.597 2.832
350 2.594 2.829
400 2.592 2.826
450 2.590 2.824
500
2.589 2.822
600
2.587 2.819
700 2.585 2.818
800 2.584 2.816
900 2.583 2.815
1000 2.583 2.814
ОС
2.5762.807
8.8009.412
6.5366.940
5.5045.814
4.9235.181
4.553
4.778
4.2984.500
4.1114.297
3.9694.143
3.8584.022
3.768
3.924
3.693
3.844
3.6313.776
3.5793.719
3.5333.670
3.4943.627
3.4593.590
3.429
3.557
3.3173.436
3.2473.360
3.1983.307
3,1633.269
3,136
3.
2
40
3.114
3.
2
16
3.0833.183
3.0613.159
3.0453.141
3.0323.127
3.0223.117
2.992
3.
0
85
2.9783.069
2.9693.060
2.9633.053
2.9593.049
2.956
3.
0
46
2.9543.043
2.9523.041
2.9493.038
2.9473.036
2.9453.034
2.9443.033
2.943
3.
0
32
2.9353.023
9,88510.269
7,254 7.510
6.056 6.253
5.382 5.547
4.954 5.097
4,658 4.787
4.442 4.561
4.278 4.389
4.149 4.253
4.045 4.144
3.960 4.055
3.888 3.980
3.827 3.916
3.775 3.861
3.730 3.814
3.690 3.772
3.655 3.735
3.527 3.601
3.446 3.516
3.390 3.458
3.350 3.415
3.319 3.383
3,294 3.357
3,258 3.320
3.233 3.293
3,215 3.274
3.200 3.259
3.189 3.247
3.155 3.212
3.138 3.194
3.129 3.184
3,122 3.177
3.117 3.172
3,114 3.169
3.111 3.166
3.109 3.163
3.106 3.160
3.103 3.158
3.102 3.156
3.100 3.154
3.099 3.153
3.0903.143
10.59110,86811.110
7.725 7.911 8.074
6.420 6.564 6.691
5.686 5.806 5.912
5.219 5.324 5.416
4.896 4.991 5.074
4.661 4.748 4.824
4.482 4.563 4.634
4.341 4.417 4.485
4.228 4.300 4.364
4.135 4.204 4.265
4.057 4.123 4.182
3,990 4,055 4.112
3.934 3.996 4.051
3.884 3.945 3.999
3.841 3.900 3.953
3.803 3.861 3.912
3.663 3.717 3.764
3.575 3.626 3.671
3.515 3.563 3.606
3.470 3.518 3.559
3,437 3.483 3.524
3.410 3.456 3.495
3.371 3.415 3.454
3.344 3.387 3.425
3.324 3,366 3.404
3.308 3.350 3.387
3.296 3.337 3.374
3.259 3.300 3.335
3.241 3,281 3.316
3.230 3,270 3.305
3.223 3.263 3.297
3.218 3.257 3.292
3.214 3.254 3.288
3.211 3.250 3.285
3.209 3.248 3.282
3.206 3.244 3.278
3.203 3,242 3.276
3.201 3.240
3.274
3.200 3.238 3.272
3.199 3.237 3.271
3.1883.2263.260
11.325 12.138
8.2208.771
6.8047,235
6.007
6.368
5.499
5.816
5.1495.434
4.8935.155
4.6984.942
4.5454.775
4.421
4,640
4.320
4.529
4.2354.436
4.1634.357
4.1014,289
4.0474.230
4.000
4.179
3.958
4.133
3.8063.967
3.7103.862
3.6443.790
3.5963.737
3.560
3.697
3.531
3.666
3.4883,619
3.4593.587
3.4373.563
3.4203.544
3.406
3.529
3.367
3.486
3.3473.465
3.3353.452
3.3283.444
3.3223,438
3.318
3,433
3.315
3.430
3.3123.427
3.3093.423
3.3063.420
3.3043,418
3.302
3.416
3.3013.414
3.2903.402
39