Верхние процентные точки распределения Стьюдента

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K t

0.001000

318.3

22.33

10.21

7.17

5.89

5.21

4.79

4.50

4.30

4.14

0.000100

3183

70.7

22.20

13.03

9.68

8.02

7.06

6.44

6.01

5.69

0.000010

31831

224

47.91

23.33

15.54

12.03

10.11

8.90

8.10

7.53

0.000005

63652

316

60.40

27.82

17.89

13.55

11.22

9.79

8.83

8.15

Таблица 8

Значения квантилей распределения Стьюдента для уровней значимости

k	Двухсторонние интервалы
	0.5	0.2	0.1	0.05	0.02	0.01
	Односторонние интервалы
	0.25	0.1	0.02	0.025	0.01	0.005

1	1	3.0777	6.3138	12.7062	31.8205	63.6567
2	0.8165	1.8856	2.9200	4.3027	6.9646	9.9248
3	0.7649	1.6377	2.3534	3.1824	4.5407	5.8409
4	0.7407	1.5332	2.1318	2.7764	3.7469	4.6041
5	0.7267	1.4759	2.0150	2.5706	3.3649	4.0321
6	0.7176	1.4398	1.9432	2.4469	3.1427	3.7074
7	0.7111	1.4149	1.8946	2.3646	2.998	3.4995
8	0.7064	1.3968	1.8595	2.306	2.8965	3.3554
9	0.7027	1.3830	1.8331	2.2622	2.8214	3.2498
10	0.6998	1.3722	1.8125	2.2281	2.7638	3.1693
11	0.6974	1.3634	1.7959	2.201	2.7181	3.1058
12	0.6955	1.3562	1.7823	2.1788	2.681	3.0545
13	0.5938	1.3502	1.7709	2.1604	2.6503	3.0123
14	0.6924	1.3450	1.7613	2.1448	2.6245	2.9768
15	0.6912	1.3406	1.7530	2.1314	2.6025	2.9467
16	0.6901	1.3368	1.7459	2.1199	2.5835	2.9208
17	0.6892	1.3334	1.7396	2.1098	2.5669	2.8982
18	0.6884	1.3304	1.7341	2.1009	2.5524	2.8784
19	0.6876	1.3277	1.7291	2.0930	2.5395	2.8609
20	0.6870	1.3253	1.7247	2.0860	2.5280	2.8453
21	0.6864	1.3232	1.7207	2.0796	2.5176	2.8314
22	0.6858	1.3212	1.7171	2.0739	2.5083	2.8188
23	0.6853	1.3195	1.7139	2.0687	2.4999	2.8073
24	0.6848	1.3178	1.7109	2.0639	2.4922	2.7969
25	0.6844	1.3163	1.7081	2.0595	2.4851	2.7874
26	0.6840	1.3150	1.7056	2.0555	2.4786	2.7787
27	0.6837	1.3137	1.7033	2.0518	2.4727	2.7707
28	0.6834	1.3125	1.7011	2.0484	2.4671	2.7633
29	0.6830	1.3114	1.6991	2.0452	2.4620	2.7564
30	0.6828	1.3104	1.6973	2.0423	2.4573	2.7500
32	0.6822	1.3086	1.6939	2.0369	2.4487	2.7385
34	0.6818	1.0307	1.6909	2.0322	2.4411	2.7284
36	0.6814	1.3055	1.6883	2.0281	2.4345	2.7195
38	0.6810	1.3042	1.6860	2.0244	2.4286	2.7116
40	0.6807	1.3031	1.6839	2.0211	2.4233	2.7045
42	0.6804	1.3020	1.6820	2.0181	2.4185	2.6981
44	0.6801	1.3011	1.6802	2.0154	2.4141	2.6923
46	0.6799	1.3002	1.6787	2.0129	2.4102	2.6870
48	0.6796	1.2994	1.6772	2.0106	2.4066	2.6822
50	0.6794	1.2987	1.6759	2.0086	2.4033	2.6778
55	0.6790	1.2971	1.6730	2.0040	2.3961	2.6682
60	0.6786	1.2958	1.6706	2.0003	2.3901	2.6603
65	0.6783	1.2947	1.6686	1.9971	2.3851	2.6536
70	0.6780	1.2938	1.6669	1.9944	2.3808	2.6479
80	0.6776	1.2922	1.6641	1.9901	2.3739	2.6387
90	0.6772	1.2910	1.6620	1.9867	2.3685	2.6316
100	0.6770	1.2901	1.6602	1.9840	2.3642	2.6259
120	0.6765	1.2886	1.6577	1.9799	2.3578	2.6174
150	0.6761	1.2872	1.6551	1.9759	2.3515	2.6090
200	0.6757	1.2858	1.6525	1.9719	2.3451	2.6006
250	0.6755	1.2849	1.6510	1.9695	2.3414	2.5956
300	0.6753	1.2844	1.6499	1.9679	2.3388	2.5923
400	0.6751	1.2837	1.6487	1.9659	2.3357	2.5882
500	0.6750	1.2832	1.6479	1.9647	2.3338	2.5857

Таблица 9

Значения верхнего предела распределения в зависимости от вероятностей и числа степеней свободы k

k	Уровни значимости α
k	0.99	0.975	0.95	0.9	0.8	0.2	0.1	0.05	0.025	0.01
1	0.0³157	0.0³982	0.0²393	0.0158	0.0642	1.648	2.706	3.841	5.024	6.635
2	0.0201	0.0506	0.103	0.211	0.446	3.219	4.605	5.991	7.378	9.21
3	0.115	0.216	0.352	0.584	1.005	4.642	6.251	7.815	9.348	11.346
4	0.297	0.484	0.711	1.064	1.649	5.989	7.779	9.488	11.143	13.277
5	0.554	0.831	1.145	1.610	2.343	7.289	9.236	11.070	12.832	15.085
6	0.872	1.237	1.635	2.204	3.070	8.558	10.545	12.592	14.449	16.812
7	1.239	1.690	2.167	2.833	3.822	9.803	12.017	14.067	16.013	18.475
8	1.646	2.180	2.733	3.400	4.594	11.030	13.362	15.507	17.535	20.090
9	2.088	2.700	3.325	4.168	5.380	12.242	14.684	16.919	19.023	21.666
10	2.558	3.247	3.940	4.865	6.179	13.442	15.987	18.307	20.483	23.209
11	3.053	3.816	4.575	5.578	6.989	14.631	17.275	19.675	21.920	24.726
12	3.571	4.404	5.226	6.304	7.807	15.812	18.549	21.026	23.336	26.217
13	4.107	5.009	5.892	7.042	8.634	16.985	19.812	22.362	24.736	27.688
14	4.660	5.629	6.571	7.790	9.467	18.151	21.064	23.685	26.119	29.141
15	5.229	6.262	7.261	8.547	10.307	19.311	22.307	24.996	27.488	30.578
16	5.812	6.908	7.962	9.312	11.152	20.465	23.542	26.296	28.845	32.000
17	5.408	7.564	8.672	10.085	12.002	21.615	24.769	27.587	30.191	33.409
18	7.015	8.231	9.390	10.865	12.857	22.760	25.989	28.869	31.526	34.805
19	7.633	8.907	10.117	11.651	13.716	23.900	27.204	30.144	32.852	36.191
20	8.260	9.591	10.851	12.443	14.578	25.038	28.412	31.410	34.170	37.566
21	8.897	10.283	11.591	13.240	15.445	26.171	29.615	32.671	35.479	38.932
22	9.542	10.982	12.338	14.041	16.314	27.301	30.813	33.924	36.781	40.289
23	10.196	11.688	13.091	14.848	17.187	28.429	32.007	35.172	38.076	41.638
24	10.856	12.401	13.848	15.659	18.062	29.553	33.196	36.415	39.364	42.980
25	11.524	13.120	14.611	16.473	18.940	30.675	34.382	37.652	40.646	44.314
26	12.198	13.844	15.379	17.292	19.820	31.795	35.563	38.885	41.923	45.642
27	12.879	14.573	16.151	18.114	20.703	32.912	36.741	40.113	43.194	46.963
28	13.565	15.308	16.928	18.939	21.588	34.027	37.916	41.337	44.461	48.218
29	14.256	16.047	17.708	19.768	22.475	35.139	39.087	42.557	45.722	49.588
30	14.953	16.791	18.493	20.599	23.364	36.250	40.256	43.773	46.979	50.892
31	15.655	17.539	19.281	21.434	24.255	37.359	41.422	44.985	48.232	52.191
32	16.362	18.291	20.072	22.271	25.148	38.466	42.585	46.194	49.480	53.486
33	17.073	19.047	20.867	23.110	26.042	39.572	43.745	47.400	50.725	54.116
34	17.789	19.806	21.664	23.952	26.938	40.676	44.903	48.602	51.966	56.061
35	18.509	20.569	22.465	24.797	27.836	41.778	46.059	49.802	53.203	57.342
36	19.233	21.336	23.269	25.643	28.735	42.879	47.212	50.998	54.437	58.619
37	19.960	22.106	24.075	26.492	29.635	43.978	48.363	52.192	55.668	59.892
38	20.691	22.878	24.884	27.343	30.537	45.076	49.513	53.384	56.895	61.162
39	21.426	23.654	25.695	28.196	31.441	46.173	50.660	54.572	58.120	62.428
40	22.164	24.433	26.509	29.061	32.345	47.269	51.806	55.758	59.342	63.691
41	22.906	25.215	27.326	29.907	33.251	48.363	52.949	56.942	60.610	64.950
42	23.650	25.999	28.144	30.765	34.157	49.456	54.090	58.124	61.777	66.206
43	24.398	26.785	28.966	31.625	35.065	50.548	55.230	59.304	62.990	67.459
44	25.148	27.575	29.787	32.487	35.974	51.639	56.369	60.481	64.201	68.709
45	25.901	28.366	30.612	33.350	36.884	52.729	57.505	61.656	65.410	69.957
46	26.657	29.160	31.439	34.215	37.795	53.818	58.641	62.830	66.617	71.201
47	27.416	29.956	32.268	35.081	38.708	54.906	59.774	64.001	67.821	72.443
48	28.177	30.755	33.098	35.949	39.621	55.993	60.907	65.171	69.023	73.683
49	28.941	31.555	33.930	36.818	40.534	57.079	62.038	66.339	70.222	74.919
50	29.707	32.357	34.764	37.689	41.449	58.164	63.167	67.505	71.420	76.154
51	30.475	33.162	35.600	38.560	42.365	59.248	64.295	68.669	72.616	77.386
52	31.246	33.968	96.437	39.433	43.281	60.332	65.422	69.832	73.810	78.616
53	32.018	34.776	37.276	40.308	44.199	61.414	66.548	70.993	75.002	79.843
54	32.793	35.586	38.116	41.183	45.117	62.496	67.673	72.153	76.192	81.069
55	33.570	36.398	38.958	42.060	46.036	63.577	68.796	73.311	77.380	82.292
56	34.350	37.212	39.801	42.937	46.955	64.658	69.918	74.468	78.567	83.513
57	35.131	38.027	40.646	43.816	47.876	65.737	71.040	75.624	79.752	84.733
58	35.913	38.844	41.492	44.696	48.797	66.816	72.160	76.778	80.936	85.950
59	36.698	39.662	42.339	45.577	49.718	67.894	73.279	77.931	82.117	87.166
60	37.485	40.482	43.188	46.459	50.641	68.972	74.397	79.082	83.298	88.379
61	38.273	41.303	44.038	47.342	51.564	70.049	75.514	80.232	84.476	89.591
62	39.063	42.126	44.889	48.226	52.487	71.125	76.630	81.381	85.654	90.802
63	39.855	42.950	45.741	49.111	53.412	72.201	77.745	82.529	86.830	92.010
64	40.649	43.776	46.595	49.996	54.336	73.276	78.860	83.675	88.004	93.217
65	41.444	44.603	47.450	50.883	55.262	74.351	79.973	84.821	89.177	94.422
66	42.240	45.431	48.305	51.770	56.188	75.425	81.086	85.965	90.349	95.626
67	43.038	46.261	49.162	52.659	57.115	76.498	82.197	87.108	91.519	96.828
68	43.838	47.092	50.020	53.548	58.042	77.571	83.308	88.250	92.688	98.028
69	44.639	47.924	50.879	54.438	58.970	78.643	84.418	89.391	93.856	99.227
70	45.442	48.758	51.739	55.329	59.898	79.715	85.527	90.531	95.023	100.425
71	46.246	49.592	52.600	56.221	60.827	80.786	86.635	91.670	96.189	101.621
72	47.051	50.428	53.462	57.113	61.756	81.857	67.743	92.808	97.353	102.816
73	47.858	51.265	54.325	58.006	62.686	82.927	88.850	93.945	98.516	104.010
74	48.666	52.103	55.189	58.900	63.616	83.997	89.956	95.081	99.678	105.202
75	49.475	52.942	56.054	59.795	64.547	85.066	91.061	96.217	100.839	106.393
76	50.286	53.782	56.920	60.590	65.478	86.135	92.166	97.351	101.999	107.582
77	51.097	54.623	57.786	61.586	66.409	87.203	93.270	98.484	103.158	108.771
78	51.910	55.466	58.654	62.483	67.341	88.271	94.374	99.617	104.316	109.958
79	52.725	56.309	59.522	63.380	68.274	89.338	95.476	100.749	105.473	111.144
80	53.540	57.153	60.391	64.278	69.207	90.405	96.578	101.879	106.629	112.329
81	54.357	57.998	61.251	65.176	70.140	91.472	97.680	103.010	107.783	113.512
82	55.174	58.845	62.132	66.076	71.074	92.538	98.780	104.139	108.937	114.695
83	55.993	59.692	63.004	66.976	72.008	93.604	99.880	105.267	110.090	115.876
84	56.813	60.540	63.876	67.876	72.943	94.669	100.980	106.395	111.242	117.057
85	57.634	61.389	64.749	68.777	73.878	95.734	102.079	107.522	112.393	118.236
86	58.456	62.239	65.623	69.679	74.813	96.799	103.177	108.648	113.544	119.414
87	59.279	63.089	66.498	70.581	75.749	97.863	104.275	109.773	114.693	120.591
88	60.103	63.941	67.373	71.484	76.685	98.927	105.312	110.898	115.841	121.767
89	60.928	64.793	68.249	72.387	77.622	99.991	106.469	112.022	116.989	122.942
90	61.754	65.647	69.126	73.291	78.558	101.054	107.565	113.145	118.136	124.116
91	62.581	66.501	70.003	74.196	79.496	102.170	108.661	114.268	119.282	125.289
92	63.409	67.356	70.882	75.101	80.433	103.179	109.756	115.390	120.427	126.462
93	64.238	68.211	71.760	76.006	81.371	104.241	110.850	116.511	121.571	127.633
94	65.068	69.068	72.640	76.912	82.309	105.303	111.944	117.632	122.715	128.803
95	65.898	69.925	73.520	77.818	83.248	106.364	113.038	118.752	123.858	129.973
96	65.730	70.783	74.400	78.725	84.187	107.425	114.131	119.871	125.000	131.141
97	67.562	71.642	75.282	79.633	85.126	108.486	115.223	120.990	126.141	132.309
98	68.396	72.501	76.164	80.541	86.065	109.547	116.315	122.108	127.282	133.476
99	69.230	73.361	77.046	81.449	87.005	110.607	117.407	123.225	128.422	134.642
100	70.065	74.222	77.929	82.358	87.945	111.667	118.498	125.342	129.561	135.807
110	77.750		86.600	91.400	97.440	122.310	129.290	135.140
120	86.200		95.500	100.540	106.870	132.850	140.120	146.000
130	94.670		104.400	108.670	116.280	143.360	150.860	157.680
140	103.250		113.400	118.890	125.770	153.830	162.640	168.180
150	111.900		122.460	128.160	135.300	154.350	172.430	179.170
160	118.590		131.350	137.450	144.840	174.850	183.170	190.130
170	129.290		140.620	146.720	154.350	185.280	193.850	202.000
180	138.110		149.820	151.120	163.990	195.820	104.830	211.900
190	146.890		158.960	165.440	173.550	206.250	215.280	222.820
200	155.590		168.000	174.000	182.980	216.530	225.780	233.500
210	164.530		177.290	184.130	192.670	227.060	236.530	244.430
220	173.350		186.440	193.460	202.240	237.400	247.090	255.160
230	182.220		195.630	202.810	211.770	247.760	257.650	265.880
240	191.300		205.030	212.390	221.550	258.330	268.430	276.830
250	200.200		214.250	221.760	231.130	268.660	278.950	287.520

Таблица 10

Квантили F - распределения

K1 K2

647.79

799.5

864.16

899.58

921.85

937.11

948.22

956.66

963.28

38.506

39.165

39.248

39.298

39.331

39.355

39.373

39.387

17.443

16.044

15.439

15.101

14.885

14.735

14.624

14.54

14.473

12.218

10.649

9.9792

9.0045

9.3645

9.1973

9.0741

8.9796

8.9047

10.007

8.4336

7.7636

7.3879

7.1464

6.9777

6.8531

6.7572

6.681

8.8131

7.2598

6.5988

6.2272

5.9876

5.8197

5.6955

5.5996

5.5234

8.0727

6.5415

5.8898

5.5226

5.2852

5.1186

4.9949

4.8994

4.8232

7.5709

6.0595

5.416

5.0526

4.8173

4.6517

4.5286

4.4332

4.3572

7.2093

5.7147

5.0781

4.7181

4.4844

4.3197

4.1971

4.102

4.026

6.9367

5.4564

4.8256

4.4683

4.2361

4.0721

3.9498

3.8549

3.779

6.7241

5.2559

4.6300

4.2751

4.0440

3.8807

3.7586

3.6638

3.5879

6.5538

5.0959

4.4742

4.1212

3.8911

3.7283

3.6065

3.5118

3.4958

6.4143

4.9653

4.3472

3.9959

3.7667

3.6043

3.4827

3.3880

3.3120

6.2979

4.8567

4.2417

3.8919

3.6634

3.5014

3.3799

3.2853

3.2093

6.1995

4.7650

4.1528

3.8043

3.5764

3.4147

3.2934

3.1987

3.1227

6.1151

4.6867

4.0768

3.7294

3.5021

3.3406

3.3194

3.1248

3.0488

6.0420

4.6189

4.0112

3.6648

3.4379

3.2767

3.1556

3.0610

2.9849

5.9781

4.5597

3.9539

3.6038

3.3820

3.2209

3.0999

3.0053

2.9291

5.9216

4.5075

3.9034

3.5587

3.3327

3.1717

3.0509

2.9563

2.8800

5.8715

4.4613

3.8587

3.5147

3.2891

3.1283

3.0074

2.9128

2.8365

5.8266

4.4199

3.8188

3.4754

3.2501

3.0865

2.9686

2.8740

2.7977

5.7863

4.3828

3.7829

3.4401

3.2151

3.0546

2.9338

2.8392

2.7628

5.7498

4.3492

3.7505

3.4083

3.1835

3.0232

2.9024

2.8077

2.7313

5.7167

4.3187

3.7211

3.3794

3.1548

2.9946

2.8738

2.7791

2.7027

5.6864

4.2909

3.6943

3.0353

3.1287

2.9585

2.8448

2.7531

2.6766

5.6586

4.2655

3.6697

3.3289

3.1048

2.9447

2.8240

2.7293

2.6528

5.6331

4.2421

3.6472

3.3067

3.0828

2.9228

2.8021

2.7074

2.6309

5.6097

4.2205

3.6264

3.2863

3.0625

2.9027

2.7820

2.6872

2.6106

5.5879

4.2006

3.6072

3.2674

3.0438

2.8840

2.7633

2.6686

2.5919

5.5675

4.1821

3.5894

3.2499

3.0265

2.8667

2.7460

2.6513

2.5746

5.4239

4.0510

3.4633

3.1261

2.9037

2.7444

2.6238

2.5289

2.4519

5.2857

3.9253

3.3425

3.0077

2.7863

2.6274

2.5068

2.4117

2.3344

120

5.1524

3.8046

3.2270

2.8943

2.6740

2.5154

2.3948

2.2994

2.2217

5.0239

3.6889

3.1161

2.7852

2.5665

2.4082

2.2875

2.1918

2.1136

K1 K2

120

968.63

976.71

984.87

993.1

997.25

1001.4

1005.6

1009.8

1014.0

1018.3

39.398

39.415

39.431

39.448

39.456

39.465

39.473

39.481

39.490

39.498

14.419

14.337

14.253

14.167

14.124

14.081

14.037

13.992

13.9470

13.902

8.8439

8.7512

8.6565

8.5599

8.5109

8.4613

8.4111

8.3604

8.30920

8.2573

6.6192

6.5246

6.4227

6.3285

6.278

6.2269

6.1751

6.1225

6.06930

6.0153

5.4613

5.3662

5.2687

5.1684

5.1172

5.0652

5.0125

4.9589

4.90450

4.8491

4.7611

4.6658

4.5678

4.4667

4.415

4.3624

4.3089

4.2544

4.19890

4.1523

4.2951

4.1997

4.1012

3.9995

3.9472

3.894

3.8398

3.7844

3.72790

3.6702

3.9639

3.8682

3.7694

3.6669

3.6142

3.5604

3.5055

3.4493

3.39180

3.3329

3.7168

3.6209

3.5217

3.4186

3.3654

3.311

3.2554

3.1984

3.13990

3.0798

3.5257

3.4296

3.3299

3.2261

3.1725

3.1176

3.0613

3.0035

2.94410

2.8828

3.3736

3.2773

3.1772

3.0728

3.0187

2.9633

2.9063

2.8478

2.78740

2.7249

3.2497

3.1532

3.0527

2.9477

2.8932

2.8373

2.7797

2.7204

2.65900

2.5955

3.1469

3.0501

2.9493

2.8437

2.7888

2.7324

2.6742

2.6142

2.55190

2.4872

3.0602

2.9633

2.8621

2.7559

2.7006

2.6437

2.585

2.5242

2.46110

2.3953

2.9862

2.889

2.7875

2.6808

2.6252

2.5678

2.5085

2.4471

2.38310

2.3163

2.9222

2.2849

2.2730

2.6158

2.5598

2.5021

2.4422

2.3801

2.3153

2.2474

2.8664

2.7689

2.6667

2.5590

2.5027

2.4445

2.3842

2.3214

2.2558

2.1869

2.8173

2.7196

2.6171

2.5089

2.4523

2.3937

2.3329

2.2695

2.2032

2.1333

2.7737

2.6758

2.5731

2.4645

2.4076

2.3486

2.2873

2.2234

2.1562

2.0853

2.7348

2.6368

2.5338

2.4247

2.3675

2.3082

2.2465

2.1819

2.1141

2.0422

2.6998

2.6017

2.4984

2.3890

2.3315

2.2718

2.2097

2.1446

2.0760

2.0032

2.6682

2.5699

2.4665

2.3567

2.2989

2.2389

2.1763

2.1107

2.0415

1.9677

2.6396

2.5412

2.4374

2.3273

2.2693

2.2090

2.1460

2.0799

2.0099

1.9353

2.6135

2.5149

2.4110

2.3005

2.2422

2.1816

2.1183

2.0517

1.9811

1.9055

2.5895

2.4909

2.3867

2.2759

2.2174

2.1565

2.0928

2.0257

1.9545

1.8781

2.5676

2.4688

2.3644

2.2533

2.1946

2.1334

2.0693

2.0018

1.9299

1.8527

2.5473

2.4484

2.3438

2.2324

2.1735

2.1121

2.0477

1.9796

1.9072

1.8291

2.5286

2.4295

2.3248

2.2131

2.1540

2.0923

2.0276

1.9591

1.8861

1.8078

2.5112

2.4120

2.3072

2.1952

2.1359

2.0739

2.0089

1.9400

1.8664

1.7861

2.3882

2.2882

2.1819

2.0677

2.0069

1.9429

1.8752

1.8028

1.7242

1.6371

2.2702

2.1692

2.0613

1.9445

1.8817

1.8152

1.7440

1.6668

1.5810

1.4822

120

2.1570

2.0548

1.9450

1.8249

1.7597

1.6899

1.6141

1.5299

1.4327

1.3104

2.0483

1.9447

1.8326

1.7085

1.6402

1.5660

1.4835

1.3883

1.2684

1.0000

K1 K2

161.45

199.5

215.71

224.58

230.16

233.99

236.77

238.88

240.54

18.513

19.164

19.247

19.226

19.339

19.353

19.371

19.385

10.128

9.5521

9.2776

9.1172

9.0135

8.9406

8.8868

8.8452

8.8123

7.7086

6.9443

6.5914

6.3883

6.256

6.1631

6.0942

6.041

5.9988

6.6079

5.7861

5.4095

5.1922

5.0503

4.9503

4.8759

4.8183

4.7725

5.9874

5.1433

4.7571

4.5337

4.3874

4.2839

4.2066

4.1468

4.099

5.591

4.7374

4.3468

4.1203

3.9715

3.866

3.787

3.7257

3.6767

5.3177

4.59

4.0668

3.8378

3.6875

3.5806

3.5005

3.4381

3.3881

5.1174

4.2565

3.8626

3.6331

3.4817

3.3738

3.2927

3.2296

3.1789

4.9646

4.1028

3.7083

3.478

3.3258

3.2172

3.1355

3.0717

3.0204

4.8443

3.9823

3.5874

3.3567

3.2039

3.0946

3.0123

2.948

2.8962

4.7472

3.8853

3.4903

3.2592

3.1059

2.9961

2.9134

2.8486

2.7964

4.6672

3.8056

3.4105

3.1791

3.0254

2.9153

2.8321

2.7669

2.7144

4.6001

3.7389

3.3439

3.1122

2.9582

2.8477

2.7642

2.6987

2.6458

4.5431

3.6823

3.2874

3.0556

2.9013

2.7905

2.7066

2.6408

2.5876

4.494

3.6337

3.2389

3.0069

2.8524

2.7413

2.6572

2.5911

2.5377

4.4513

3.5915

3.1978

2.9647

2.81

2.6987

2.6143

2.548

2.4943

4.4139

3.5546

3.1599

2.9277

2.7729

2.6613

2.5767

2.5102

2.4563

4.3808

3.5219

3.1274

2.8951

2.7401

2.6283

2.5435

2.4768

2.4557

4.3513

3.4928

3.0984

2.8661

2.7109

2.599

2.514

2.4471

2.3928

4.3248

3.4668

3.0725

2.8401

2.6848

2.5727

2.4876

2.4205

2.3661

4.3009

3.4434

3.0491

2.8167

2.6613

2.5491

2.4638

2.3965

2.3419

4.2793

3.4221

3.028

2.7955

2.64

2.5277

2.4422

2.3748

2.3201

4.2597

3.4028

3.0088

2.7763

2.6207

2.5082

2.4226

2.3551

2.3002

4.2417

3.3852

2.9912

2.7587

2.603

2.4904

2.4047

2.3371

2.2821

4.2252

3.369

2.9751

2.7426

2.5868

2.4741

2.3883

2.3205

2.2655

4.21

3.3541

2.9604

2.7278

2.5719

2.4591

2.3732

2.3053

2.2501

4.196

3.3404

2.9467

2.7141

2.5581

2.4453

2.3593

2.2913

2.236

4.183

3.3277

2.934

2.7044

2.5445

2.4323

2.3463

2.2782

2.2229

4.1709

3.3158

2.9223

2.6896

2.5336

2.4205

2.3343

2.2662

2.2107

4.0848

3.2317

2.8387

2.606

2.4495

2.3359

2.349

2.1802

2.124

4.0012

3.1504

2.7581

2.5252

2.3683

2.254

2.1665

2.097

2.0404

120

3.9201

3.0718

2.6802

2.4472

2.29

2.175

2.0867

2.0167

1.9588

∞

3.8415

2.9957

2.6049

2.3719

2.2141

2.0986

2.0096

1.9384

1.8799

K1 K2

	10	12	15	20	24	30	40	60	120
1	241.88	243.91	245.01	248.01	249.05	250.09	251.14	252.2	253.25	2.54.32
2	19.396	19.413	19.446	19.446	19.454	19.462	19.471	19.479	19.487	19.496
3	8.7855	8.7446	8.6602	8.6602	8.6385	8.6166	8.5944	5.572	8.5494	8.5265
4	5.9644	5.9117	5.8025	5.8025	5.7744	5.7459	5.717	5.6878	5.6581	5.6281
5	4.7351	4.6777	4.5581	4.5581	4.5272	4.4957	4.4638	4.4314	4.3984	4.365
6	4.06	3.9999	3.8742	3.8742	3.8415	3.8082	3.7743	3.7398	3.7047	3.6688
7	3.6365	3.5747	3.4445	3.4445	3.4105	3.3758	3.3404	3.3043	3.2674	3.2298
8	3.3472	3.284	3.1503	3.1503	3.1152	3.0794	3.0428	3.0053	2.9669	2.9276
9	3.1373	3.0729	2.9365	2.9365	2.9005	2.8637	2.8259	2.7872	2.7475	2.7067
10	2.9782	2.913	2.774	2.774	2.7372	2.6996	2.6609	2.6211	2.5801	2.5379
11	2.8536	2.7876	2.6464	2.6464	2.609	2.5705	2.5309	2.4901	2.448	2.4045
12	2.7534	2.6866	2.5436	2.5436	2.5055	2.4663	2.4259	2.3842	2.341	2.2962
13	2.671	2.6037	2.4589	2.4589	2.4202	2.3803	2.3392	2.2966	2.2524	2.2064
14	2.6021	2.5342	2.3879	2.3879	2.3487	2.3082	2.2664	2.223	2.1778	2.1307
15	2.5437	2.4753	2.3275	2.3275	2.2878	2.2468	2.2043	2.1601	2.1141	2.0658
16	2.4935	2.4247	2.2756	2.2756	2.2354	2.1938	2.1507	2.1058	2.0589	2.0096
17	2.4499	2.3807	2.3077	2.2304	2.1898	2.1477	2.104	2.0584	2.0107	1.9604
18	2.4117	2.3421	2.2686	2.1906	2.1497	2.1071	0.0629	2.0166	1.9681	1.9168
19	2.3779	2.308	2.2341	2.1555	2.1141	2.0712	2.0264	1.9796	1.9302	1.878
20	2.3479	2.2776	2.2033	2.1242	2.0825	2.0391	1.9938	1.9464	1.8963	1.8432
21	2.321	2.2504	2.1757	2.096	2.054	2.0102	1.9645	1.9165	1.8657	1.8117
22	2.2967	2.2258	2.1508	2.0707	2.0283	1.9842	1.938	1.8895	1.838	1.7831
23	2.2747	2.2036	2.1282	2.0476	2.005	1.9605	1.9139	1.8649	1.8128	1.757
24	2.2547	2.1834	2.1077	2.0267	1.9838	1.939	1.892	1.8424	1.7897	1.7331
25	2.2365	2.1649	2.0889	2.0075	1.9643	1.9192	1.8718	1.8217	1.7684	1.711
26	2.2197	2.1479	2.0716	1.9898	1.9464	1.901	1.8533	1.8027	1.7488	1.6906
27	2.2043	2.1323	2.0558	1.9736	1.9299	1.8842	1.8361	1.7851	1.7307	1.6717
28	2.19	2.1179	2.0411	1.9586	1.9147	1.8687	1.8203	1.7689	1.7138	1.6541
29	2.1768	2.1045	2.0275	1.9446	1.9005	1.8543	1.8055	1.7537	1.6981	1.6377
30	2.1646	2.0921	2.0148	1.9317	1.8874	1.8409	1.7918	1.7396	1.6835	1.6223
40	2.0772	2.0035	1.9245	1.8389	1.7929	1.7444	1.6928	1.6373	1.5766	1.5089
60	1.9926	1.9174	1.8364	1.748	1.7001	1.6491	1.5943	1.5343	1.4673	1.3893
120	1.9105	1.8337	1.7505	1.6587	1.6084	1.5543	1.4952	1.429	1.3519	1.2539
∞	1.8307	1.7522	1.6664	1.5705	1.5173	1.4591	1.394	1.318	1.2214	1

K1 K2

	1	2	3	4	5	6	7	8	9
1	39.8640	49.5000	53.5930	55.8330	57.2410	58.2040	58.9060	59.4390	59.8580
2	8.5263	9.0000	9.1618	9.2434	9.2926	9.3255	9.3491	9.3668	9.3805
3	5.5383	5.4624	5.3908	5.3427	5.3092	5.2847	5.2662	5.2517	5.2400
4	4.5448	4.3246	4.1908	4.1073	4.0506	4.0098	3.9790	3.9549	3.9357
5	4.0604	3.7797	3.6195	3.5202	3.4530	3.4045	3.3679	3.3393	3.3163
6	3.7760	3.4633	3.2888	3.1808	3.1075	3.0546	3.0145	2.9830	2.9577
7	3.5894	3.2574	3.0741	2.9605	2.8833	2.8274	2.7849	2.7516	2.7247
8	3.4579	3.1131	2.9238	2.8064	2.7265	2.6683	2.6241	2.5893	2.5612
9	3.3603	3.0065	2.8129	2.6927	2.6106	2.5509	2.5053	2.4694	2.4403
10	3.2850	2.9245	2.7217	2.6053	2.5216	2.4606	2.4140	2.3772	2.3473
11	3.2252	2.8595	2.6602	2.5362	2.4612	2.3891	2.3416	2.3040	2.2735
12	3.1765	2.8068	2.6055	2.4801	2.3940	2.3310	2.2828	2.2446	2.2135
13	3.1362	2.7632	2.5603	2.4337	2.3467	2.2830	2.2341	2.1953	2.1638
14	3.1022	2.7265	2.5222	2.3947	2.3069	2.2426	2.1931	2.1539	2.1220
15	3.0732	2.6952	2.4898	2.3614	2.2730	2.2081	2.1582	2.1185	2.0862
16	3.0481	2.6682	2.4618	2.3327	2.2438	2.1783	2.1280	2.0880	2.0553
17	3.0262	2.6446	2.4374	2.3077	2.2183	2.1524	2.1017	2.0613	2.0284
18	3.0070	2.6239	2.4160	2.2858	2.1958	2.1296	2.0785	2.0379	2.0047
19	2.9899	2.6056	2.3970	2.2663	2.4760	2.1094	2.0580	2.0171	1.9836
20	2.9747	2.5893	2.3801	2.2489	2.1582	2.0913	2.0397	1.9985	1.9649
21	2.9609	2.5746	2.3649	2.2333	2.1423	2.0751	2.0232	1.9819	1.9480
22	2.9486	2.5613	2.3512	2.2193	2.1279	2.0605	2.0084	1.9668	1.9327
23	2.9874	2.5493	2.3387	2.2065	2.1149	2.0472	1.9949	1.9531	1.9189
24	2.9271	2.5383	2.3274	2.1949	2.1030	2.0351	1.9826	1.9407	1.9063
25	2.9177	2.5283	2.3170	2.1843	2.0922	2.0241	1.9714	1.9292	1.8947
26	2.9091	2.5191	2.3075	2.1745	2.0822	2.0139	1.9610	1.9188	1.8841
27	2.9012	2.5106	2.2987	2.1655	2.0730	2.0045	1.9515	1.9091	1.8743
28	2.8939	2.5028	2.2906	2.1571	2.0645	1.9959	1.9427	1.9001	1.8652
29	2.8871	2.4955	2.2831	2.1494	2.0566	1.9889	1.9345	1.8918	1.8568
30	2.8807	2.4887	2.2761	2.1422	2.0492	1.9803	1.9269	1.8841	1.8490
40	2.8354	2.4404	2.2261	2.0909	1.9968	1.9269	1.8725	1.8289	1.7929
60	2.7914	2.3932	2.1774	2.0410	1.9467	1.8747	1.8194	1.7748	1.7380
120	2.7478	2.3473	2.1300	1.9923	1.8959	1.8238	1.7675	1.7220	1.6843
∞	2.7055	2.3026	2.0838	1.9449	1.8473	1.7741	1.7167	1.6702	1.6316

K1 K2

	10	12	15	20	24	30	40	60	120
1	60.1950	60.7050	61.2200	61.7400	62.0020	62.2650	62.5290	62.7940	63.0610	63.3280
2	9.3916	9.4081	9.4247	9.4413	9.4496	9.4579	9.4663	9.4746	9.4829	9.4913
3	5.2304	5.2156	5.2003	5.1845	5.1764	5.1681	5.1597	5.1512	5.1425	5.1337
4	3.9199	3.8955	3.8703	3.8443	3.8310	3.8174	3.8036	3.7896	3.7753	3.7607
5	3.2974	3.2682	3.2380	3.2067	3.1905	3.1741	3.1573	3.1402	3.1228	3.1050
6	2.9369	2.9047	2.8712	2.8363	2.8183	2.8000	2.7812	2.7620	2.7423	2.7222
7	2.7025	2.6681	2.6322	2.5947	2.5753	2.5555	2.5351	2.5142	2.4928	2.4708
8	2.5380	2.5020	2.4642	2.4246	2.4041	2.3830	2.3614	2.3391	2.3162	2.2926
9	2.4163	2.3789	2.3396	2.2983	2.2768	2.2547	2.2320	2.2085	2.1843	2.1592
10	2.3226	2.2841	2.4350	2.2007	2.1784	2.1554	2.1317	2.1072	2.0818	2.0554
11	2.2482	2.2087	2.1671	2.1230	2.1000	2.0762	2.0516	2.0261	1.9997	1.9721
12	2.1878	2.1474	2.1049	2.0597	2.0360	2.0115	1.9861	1.9597	1.9323	1.9036
13	2.1376	2.0966	2.0532	2.0070	1.9827	1.9576	1.9315	1.9043	1.8759	1.8462
14	2.0954	2.0537	2.0095	1.9625	1.9377	1.9119	1.8852	1.8572	1.8280	1.7973
15	2.0593	2.0171	1.9722	1.9243	1.8990	1.8728	1.8454	1.8168	1.7867	1.7551
16	2.0281	1.9854	1.9399	1.8913	1.8656	1.8388	1.8108	1.7816	1.7507	1.7182
17	2.0009	1.9577	1.9117	1.8624	1.8362	1.8090	1.7805	1.7506	1.7191	1.6856
18	1.9770	1.9333	1.8868	1.8368	1.8103	1.7827	1.7537	1.7232	1.6910	1.6567
19	1.9557	1.9117	1.8647	1.8142	1.7873	1.7592	1.7298	1.5988	1.6659	1.6308
20	1.9367	1.8924	1.8449	1.7938	1.7667	1.7382	1.7083	1.6768	1.6433	1.6074
21	1.9197	1.8750	1.8272	1.7756	1.7481	1.7193	1.6890	1.6569	1.6228	1.5862
22	1.9043	1.8593	1.8111	1.7590	1.7312	1.7021	1.6714	1.6389	1.6042	1.5668
23	1.8903	1.8450	1.7964	1.7439	1.7159	1.6864	1.6554	1.6224	1.5871	1.5490
24	1.8775	1.8319	1.7831	1.7302	1.7019	1.6721	1.6407	1.6073	1.5715	1.5327
25	1.8658	1.8200	1.7708	1.7175	1.6890	1.6589	1.6272	1.5934	1.5570	1.5176
26	1.8550	1.8090	1.7596	1.7059	1.6771	1.6468	1.6147	1.5805	1.5437	1.5036
27	1.8451	1.7989	1.7492	1.6951	1.6662	1.6356	1.6032	1.5686	1.5313	1.4906
28	1.8359	1.7895	1.7395	1.6852	1.6560	1.6252	1.5925	1.5575	1.5198	1.4784
29	1.8274	1.7808	1.7306	1.6759	1.6465	1.6155	1.5825	1.5472	1.5090	1.4670
30	1.8195	1.7727	1.7223	1.6673	1.6377	1.6065	1.5732	1.5376	1.4989	1.4564
40	1.7627	1.7146	1.6624	1.6052	1.5741	1.5411	1.5056	1.4672	1.4248	1.3769
60	1.7070	1.6574	1.6034	1.5435	1.5107	1.4755	1.4373	1.3952	1.3476	1.2915
120	1.6524	1.6012	1.5450	1.4821	1.4472	1.4094	1.3676	1.3203	1.2646	1.1926
∞	1.5987	1.5458	1.4871	1.4206	1.3832	1.3419	1.2951	1.2400	1.1686	1.0000

Таблица 11

Квантили распределения максимального относительного отклонения ,

n	Значение доверительной вероятности α
n	0.01	0.02	0.05	0.1	0.2
3	1.414	1.414	1.414	1.414	1.406
4	1.728	1.723	1.71	1.689	1.645
5	1.972	1.955	1.917	1.869	1.791
6	2.161	2.13	2.067	1.996	1.894
7	2.31	2.265	2.182	2.093	1.974
8	2.431	2.374	2.273	2.172	2.041
9	2.532	2.464	2.349	2.238	2.097
10	2.616	2.54	2.414	2.294	2.146
11	2.689	2.606	2.47	2.343	2.19
12	2.753	2.663	2.519	2.387	2.229
13	2.809	2.713	2.563	2.426	2.264
14	2.859	2.759	2.602	2.461	2.297
15	2.905	2.8	2.638	2.494	2.327
16	2.946	2.837	2.67	2.523	2.354
17	2.983	2.871	2.701	2.551	2.38
18	3.017	2.903	2.728	2.577	2.404
19	3.049	2.932	2.754	2.601	2.426
20	3.079	2.959	2.779	2.623	2.447
21	3.106	2.984	2.801	2.644	2.467
22	3.132	3.008	2.823	2.664	2.486
23	3.156	3.03	2.843	2.683	2.504
24	3.179	3.051	2.862	2.701	2.521
25	3.2	3.071	2.88	2.718	2.537
26	3.22	3.089	2.897	2.734	2.553
27	3.239	3.107	2.913	2.749	2.568
28	3.258	3.124	2.929	2.764	2.582
29	3.275	3.14	2.944	2.778	2.596
30	3.291	3.156	2.958	2.792	2.609
31	3.307	3.171	2.972	2.805	2.622
32	3.322	3.185	2.985	2.818	2.634
33	3.337	3.199	2.998	2.83	2.646
34	3.351	3.212	3.01	2.842	2.657

Продолжение таблицы 11

35	3.364	3.224	3.022	2.853	2.668
36	3.377	3.236	3.033	2.864	2.679
37	3.389	3.248	3.044	2.874	2.689
38	3.401	3.259	3.055	2.885	2.699
39	3.413	3.27	3.065	2.894	2.709
40	3.424	3.281	3.075	2.904	2.718
41	3.435	3.291	3.084	2.913	2.727
42	3.445	3.301	3.094	2.922	2.736
43	3.455	3.31	3.103	2.931	2.745
44	3.465	3.32	3.112	2.94	2.753
45	3.474	3.329	3.12	2.948	2.762
46	3.483	3.338	3.129	2.956	2.77
47	3.492	3.346	3.137	2.964	2.778
48	3.501	3.354	3.145	2.972	2.785
49	3.51	3.363	3.152	2.98	2.793
50	3.518	3.7	3.16	2.987	2.8
51	3.526	3.378	3.167	2.994	2.807
52	3.534	3.386	3.175	3.001	2.814

Таблица 12

Значения функции (критерия Колмогорова), , где

λ	P(λ)	λ	P(λ)	λ	P(λ)	λ	P(λ)	λ	P(λ)	λ	P(λ)
0.29	1.00000	0.43	0.99260	0.57	0.90130	0.71	0.69450	0.85	0.46530	0.99	0.28090
0.30	0.99999	0.44	0.99030	0.58	0.88960	0.72	0.67770	0.86	0.45030	1.00	0.27000
0.31	0.99998	0.45	0.98740	0.59	0.87720	0.73	0.66090	0.87	0.43550	1.01	0.25940
0.32	0.99995	0.46	0.98400	0.60	0.86430	0.74	0.64400	0.88	0.42090	1.02	0.24920
0.33	0.99991	0.47	0.98000	0.61	0.85080	0.75	0.62720	0.89	0.40670	1.03	0.23920
0.34	0.99983	0.48	0.97530	0.62	0.83680	0.76	0.61040	0.90	0.39270	1.04	0.22960
0.35	0.99970	0.49	0.97000	0.63	0.82220	0.77	0.59360	0.91	0.37910	1.05	0.22020
0.36	0.99950	0.50	0.96390	0.64	0.80730	0.78	0.57700	0.92	0.36570	1.06	0.21110
0.37	0.99920	0.51	0.95720	0.65	0.79200	0.79	0.56050	0.93	0.35270	1.07	0.20240
0.38	0.99870	0.52	0.94770	0.66	0.77640	0.80	0.54410	0.94	0.33990	1.08	0.19390
0.39	0.99810	0.53	0.94150	0.67	0.76060	0.81	0.52800	0.95	0.32750	1.09	0.18570
0.40	0.99720	0.54	0.93250	0.68	0.74420	0.82	0.51200	0.96	0.31540	1.10	0.17770
0.41	0.99600	0.55	0.92280	0.69	0.72780	0.83	0.49620	0.97	0.30360	1.11	0.17000
0.42	0.99450	0.56	0.91240	0.70	0.71120	0.84	0.48060	0.98	0.29210	1.12	0.16260

λ	P(λ)	λ	P(λ)	λ	P(λ)	λ	P(λ)	λ	P(λ)	λ	P(λ)
1.13	0.15550	1.28	0.07550	1.43	0.03350	1.58	0.01360	1.73	0.00500	1.88	0.00170
1.14	0.14860	1.29	0.07170	1.44	0.03160	1.59	0.01270	1.74	0.00470	1.89	0.00160
1.15	0.14200	1.30	0.06810	1.45	0.02980	1.60	0.01200	1.75	0.00440	1.90	0.00150
1.16	0.13560	1.31	0.06460	1.46	0.02820	1.61	0.01120	1.76	0.00410	1.91	0.00140
1.17	0.12940	1.32	0.06130	1.47	0.02660	1.62	0.01050	1.77	0.00380	1.92	0.00130
1.18	0.12350	1.33	0.05820	1.48	0.02500	1.63	0.00980	1.78	0.00350	1.93	0.00120
1.19	0.11770	1.34	0.05510	1.49	0.02360	1.64	0.00920	1.79	0.00330	1.94	0.00110
1.20	0.11220	1.35	0.05220	1.50	0.02220	1.65	0.00860	1.80	0.00310	1.95	0.00100
1.21	0.10700	1.36	0.04950	1.51	0.02090	1.66	0.00810	1.81	0.00290	1.96	0.00090
1.22	0.10190	1.37	0.04690	1.52	0.01970	1.67	0.00760	1.82	0.00270	1.97	0.00090
1.23	0.09700	1.38	0.04440	1.53	0.01850	1.68	0.00710	1.83	0.00250	1.98	0.00080
1.24	0.09240	1.39	0.04200	1.54	0.01740	1.69	0.00660	1.84	0.00230	1.99	0.00070
1.25	0.08790	1.40	0.03970	1.55	0.01640	1.70	0.00620	1.85	0.00210	2.00	0.00070
1.26	0.08360	1.41	0.03750	1.56	0.01540	1.71	0.00580	1.86	0.00200	2.01	0.00060
1.27	0.07940	1.42	0.03540	1.57	0.01490	1.72	0.00540	1.87	0.00190	2.02	0.00060

λ	P(λ)	λ	P(λ)	λ	P(λ)	λ	P(λ)	λ	P(λ)	λ	P(λ)
2.03	0.00050	2.13	0.00020	2.23	0.00010	2.33	0.00004	2.43	0.00001	2.63	0.000001600
2.04	0.00050	2.14	0.00020	2.24	0.00010	2.34	0.00004	2.44	0.00001	2.70	0.000001000
2.05	0.00040	2.15	0.00020	2.25	0.00010	2.35	0.00003	2.45	0.00001	2.75	0.000000600
2.06	0.00040	2.16	0.00020	2.26	0.00010	2.36	0.00003	2.46	0.00001	2.80	0.000000300
2.07	0.00040	2.17	0.00020	2.27	0.00010	2.37	0.00003	2.47	0.00001	2.85	0.000000018
2.08	0.00040	2.18	0.00010	2.28	0.00010	2.38	0.00002	2.48	0.00001	2.90	0.000000010
2.09	0.00030	2.19	0.00010	2.29	0.00010	2.39	0.00002	2.49	0.00001	2.95	0.000000006
2.10	0.00030	2.20	0.00010	2.30	0.00010	2.40	0.00002	2.50	0.00001	3.00	0.000000003
2.11	0.00030	2.21	0.00010	2.31	0.00005	2.41	0.00002	2.55	0.00000
2.12	0.00020	2.22	0.00010	2.32	0.00004	2.42	0.00002	2.60	0.00000

Таблица 13

G – критерий (Кочрена). Значения ,

Где m – число сравниваемых дисперсий, К – число степеней свободы

m	Значения K
m	1	2	3	4	5	6	7	8	9	10	16
2	0.9999	0.995	0.9794	0.9586	0.9373	0.9172	0.8988	0.8823	0.8674	0.8539	0.7949
3	9933	9423	8831	8335	7933	1606	7335	7107	6912	6743	6059
4	9676	8643	7814	7212	6761	6410	6129	5897	5702	5536	4884
5	0.9279	0.7885	0.6957	0.6329	0.5875	0.5531	0.5259	0.5037	0.4854	0.4697	0.4094
6	8828	7218	6258	5635	5195	4866	4608	4401	4229	4084	3529
7	8376	6644	5685	5080	4659	4347	4105	3911	3751	3616	3105
8	0.7945	0.6152	0.5209	0.4627	0.4226	0.3932	0.3704	0.3522	0.3373	0.3248	0.2779
9	7544	5727	4810	4251	3870	3592	3378	3207	3067	2950	2514
10	7175	5358	4469	3934	3572	3308	3106	2945	2813	2704	2297
12	0.6528	0.4751	0.3919	0.3428	0.3099	0.2861	0.268	0.2535	0.2419	0.232	0.1961
15	5747	4069	3317	2882	2593	2386	2228	2104	2002	1918	1612
20	4799	3297	2654	2288	2048	1877	1748	1646	1567	1501	1248
24	0.4247	0.2871	0.2295	0.197	0.1759	0.1608	0.1495	0	0.1338	0.1283	0.106
30	3632	2412	1913	1635	1454	1327	1232	1157	1100	1054	867
40	2940	1915	1508	1281	1135	1033	0957	0898	0853	0816	0668
60	0.2151	0.1371	0.1069	0.0902	0.0796	0.0722	0.0668	0.0625	0.0594	0.0567	0.0461
120	1225	0759	0585	0489	0429	0387	0357	0334	0316	0302	0242
∞	0000	0000	0000	0000	0000	0000	0000	0000	0000	0000	0000

m	Значения K
m	1	2	3	4	5	6	7	8	9	10	16
2	0.9985	0.975	0.9392	0.9057	0.8772	0.8534	0.8332	0.8159	0.801	0.788	0.7341
3	9669	8709	7977	7457	7071	6771	6530	6333	6167	6025	5466
4	9065	7679	6841	6287	5895	5598	5365	5175	5071	4884	4366
5	0.8412	0.6839	0.5981	0.544	0.5063	0.4783	0.4564	0.4387	0.4241	0.4118	0.3645
6	7808	6161	5321	4803	4447	4184	3980	3817	3682	3568	3135
7	7271	5612	4800	4307	3974	3726	3535	3384	3259	3154	2756
8	0.6798	0.5157	0.4377	0.391	0.3595	0.3362	0.3185	0.3043	0.2926	0.2829	0.2462
9	6385	4775	4027	3584	3286	3067	2901	2768	2639	2568	2226
10	6020	4450	3733	3311	3029	2823	2666	2541	2439	2353	2032
12	0.541	0.3924	0.3264	0.288	0.2624	0.2439	0.2299	0.2187	0.2098	0.202	0.1737
15	4709	3346	2758	2419	2195	2034	1911	1815	1736	1671	1429
20	3894	2705	2205	1921	1735	1602	1501	1422	1357	1303	1108
24	0.3434	0.2354	0.1907	0.1656	0.1493	0.1374	0.1268	0	0.116	0.1113	0.0942
30	2929	1980	1598	1377	1237	1137	1061	1002	0958	0921	0771
40	2370	1576	1259	1082	0968	0887	0827	0780	0745	0713	0595
60	0.1737	0.1131	0.0895	0.0765	0.0682	0.0623	0.0583	0.0552	0.052	0.0497	0.0411
120	998	0632	0495	0419	0371	0337	0312	0292	0279	0266	0218
∞	0000	0000	0000	0000	0000	0000	0000	0000	0000	0000	0000

Таблица 14

М – критерий (Бортлетта). Значения и , a=0,01

m	Значения C1
m	0	0.5	1	2	3	4	5	6	8	10	12	14
3(a)	9.21	9.92	10.47	10.81	9.83
(b)	9.21	9.29	9.38	9.59	9.83
4(a)	11.34	11.95	12.46	13.11	13.03	12.03
(b)	11.34	11.4	11.46	11.63	11.82	12.03
5(a)	13.28	13.81	14.3	15.03	15.34	15.06	14.07
(b)	13.28	13.33	13.39	13.53	13.69	13.87	14.07
6(a)	15.09	15.58	16.03	16.79	17.27	17.37	16.98	16.03
(b)	15.09	15.14	19.2	15.33	15.48	15.65	15.84	16.03
7(a)	16.81	17.27	17.7	18.46	19.02	19.32	19.28	18.84
(b)	16.81	16.87	16.93	17.06	17.21	17.37	17.55	17.73
8(a)	18.48	18.91	19.32	20.07	20.67	21.08	21.25	21.13	19.76
(b)	18.48	18.54	18.6	18.74	18.88	19.04	19.21	19.39	19.76
9(a)	20.09	20.5	20.9	21.64	22.26	22.74	23.03	23.1	22.41
(b)	20.09	20.15	20.22	20.36	20.51	20.67	20.84	21.01	21.37
10(a)	21.67	22.06	22.45	23.17	23.8	24.32	24.69	24.9	24.66	23.33
(b)	21.67	21.73	21.8	21.95	22.1	22.26	22.42	22.6	22.95	23.33
11(a)	23.21	23.59	23.97	24.67	25.31	25.85	26.28	26.57	26.65	25.86
(b)	23.21	23.28	23.35	23.5	23.66	23.82	23.98	24.15	24.51	24.88
12(a)	24.72	25.1	25.46	26.15	26.79	27.35	27.81	28.16	28.46	28.07	26.79
(b)	24.72	24.8	24.87	25.03	25.18	25.35	25.51	25.68	26.04	26.41	26.79
13(a)	26.22	26.58	26.93	27.62	28.25	28.81	29.3	29.7	30.16	30.06	29.22
(b)	26.22	26.29	26.37	26.53	26.69	26.85	27.02	27.19	27.55	27.91	28.29
14(a)	27.69	28.04	28.39	29.06	29.69	30.26	30.77	31.19	31.77	31.88	31.39	30.16
(b)	27.69	27.77	27.85	28.01	28.17	28.34	28.51	28.68	29.03	29.4	29.77	30.16
15(a)	29.14	29.49	29.83	30.49	30.11	31.68	32.2	32.66	33.32	33.59	33.37	32.52
(b)	29.14	29.22	29.3	29.47	29.63	29.8	29.97	30.15	30.5	30.87	31.24	31.62

m	Значения C1
m	0	0.5	1	2	3	4	5	6	8	10	12	14
3(a)	5.99	6.47	6.89	7.38	7.22
(b)	5.99	6.22	6.43	6.84	7.22
4(a)	7.81	8.24	8.63	9.21	9.43	9.18
(b)	7.81	8	8.17	8.52	8.85	9.18
5(a)	9.49	9.88	10.24	10.85	11.24	11.31	11.02
(b)	9.49	9.65	9.8	10.11	10.42	10.72	11.02
6(a)	11.07	11.43	11.78	12.4	12.85	13.11	13.1	12.78
(b)	11.07	11.22	11.36	11.65	11.94	12.22	12.5	12.78
7(a)	12.59	12.94	13.27	13.88	14.38	14.73	14.88	14.81
(b)	12.59	12.73	12.87	13.14	13.41	13.68	13.95	14.22
8(a)	14.07	14.4	14.72	15.32	15.84	16.25	16.51	16.6	16.16
(b)	14.07	14.2	14.33	14.59	14.85	15.11	15.38	15.64	16.16
9(a)	15.51	15.83	16.14	16.73	17.26	17.7	18.08	18.22	18.12
(b)	15.51	15.63	15.76	16.02	16.27	16.52	16.78	17.03	17.54
10(a)	16.92	17.23	17.54	18.12	18.65	19.11	19.48	19.75	19.89	19.4
(b)	16.92	17.04	17.17	17.41	17.66	17.91	18.16	18.41	18.91	19.4
11(a)	18.31	18.61	18.91	19.48	20.02	20.49	20.89	21.21	21.52	21.32
(b)	18.31	18.43	18.55	18.79	19.04	19.28	19.52	19.77	20.26	20.75
12(a)	19.68	19.97	20.26	20.83	21.36	21.84	22.27	22.62	23.06	23.07	22.56
(b)	19.68	19.79	19.91	20.15	20.39	20.63	20.87	21.12	21.6	22.08	22.56
13(a)	21.03	21.32	21.6	22.16	22.69	23.18	23.62	23.99	24.53	24.7	24.44
(b)	21.03	21.14	21.26	21.5	21.74	21.97	22.21	22.45	22.92	23.4	23.88
14(a)	22.36	22.65	22.93	23.48	24.01	24.5	24.95	25.34	25.95	26.25	26.17	25.66
(b)	22.36	22.48	22.6	22.83	23.06	23.3	23.53	23.77	24.24	24.71	25.19	25.66
15(a)	23.68	23.97	24.24	24.79	25.31	25.8	26.26	26.67	27.33	27.73	27.8	27.5
(b)	23.68	23.8	23.92	24.15	24.38	24.61	24.85	25.08	15.55	26.01	26.48	26.95

Таблица 15

Значения критерия для , где m – число сравниваемых выборок

m	n
m	2	3	4	5	6	7	8	9	10	12	15	20
2	52.6	5.82	3.05	2.26	1.99	1.78	1.62	1.51	1.41	1.33	1.25	1.17
3	46.1	5.73	3.12	2.33	2.06	1.84	1.68	1.54	1.43	1.35	1.26	1.18
4	38.8	5.42	3	2.26	2.01	1.81	1.66	1.54	1.43	1.35	1.26	1.18
5	33.2	5.14	2.92	2.22	1.97	1.78	1.62	1.5	1.42	1.34	1.25	1.18
10	21.3	4.36	2.64	2.06	1.84	1.66	1.54	1.44	1.38	1.31	1.23	1.16
20	15.2	3.79	2.41	1.93	1.74	1.58	1.44	1.38	1.32	1.26	1.2	1.14
25	13.9	3.64	2.38	1.87	1.68	1.54	1.42	1.36	1.31	1.25	1.19	1.13
50	11.4	3.29	2.15	1.74	1.59	1.48	1.38	1.32	1.27	1.21	1.17	1.12

Таблица 16

Критерий знаков. Доверительные пределы для медианы.

M	Номинальный уровень значимости α					M	Номинальный уровень значимости α
M	0.1	0.05	0.025	0.01	0.005	M	0.1	0.05	0.025	0.01	0.005
0	4	5	6	7	8	26	64	67	70	73	76
1	7	8	9	11	12	27	66	69	72	76	78
2	9	11	12	14	15	28	68	71	74	78	80
3	12	13	15	17	18	29	70	74	77	80	83
4	14	16	17	19	21	30	72	76	79	83	85

5	17	18	20	22	24	31	75	78	81	85	87
6	19	21	23	25	26	32	77	80	83	87	90
7	21	23	25	27	29	33	79	82	86	89	92
8	24	26	28	30	32	34	81	85	88	92	94
9	26	28	30	33	34	35	83	87	90	94	97

10	28	30	33	35	37	36	85	89	92	96	99
11	31	33	35	38	39	37	87	91	94	98	101
12	35	35	37	30	42	38	90	93	97	101	104
13	35	37	40	42	44	39	92	96	99	103	106
14	37	40	42	45	47	40	94	98	101	105	108

15	39	42	44	47	49	41	96	100	103	108	110
16	42	44	47	50	52	42	98	102	106	110	113
17	44	47	49	52	54	43	100	104	108	112	115
18	46	49	51	54	57	44	102	106	110	114	117
19	48	51	54	57	59	45	105	109	112	117	120

20	51	53	56	59	61	46	107	111	114	119	122
21	53	56	58	62	64	47	109	113	117	121	124
22	55	58	61	64	66	48	111	115	119	123	126
23	57	60	63	66	69	49	113	117	121	125	129
24	59	62	65	69	71	50	115	119	123	128	131

25	62	65	67	71	73	51	117	122	125	130	133

Таблица 17

Значения W – статистики критерия Вилкоксона

m	n	α							m	n	α
		0.1	0.05		0.025		0.01				0.1	0.05		0.025		0.01
1	2								2	11	6	4		3
	3									12	7	5		4
	4									13	7	5		4		3
	5									14	8	6		4		3
	6									15	8	6		4		3
	7									16	8	6		4		3
	8									17	9	6		5		3
	9	1								18	9	7		5		3
	10	1								19	10	7		5		4
	11	1								20	10	7		5		4
	12	1								21	11	8		6		4
	13	1								22	11	8		6		4
	14	1								23	12	8		6		4
	15	1								24	12	9		6		4
	16	1								25	12	9		6		4
	17	1
	18	1							3	3	7	6
	19	2	1							4	7	6
	20	2	1							5	8	7		6
	21	2	1							6	9	8		7
	22	2	1							7	10	8		7		6
	23	2	1							8	11	9		8		6
	24	2	1							9	11	10		8		7
	25	2	1							10	12	10		9		7
										11	13	11		9		7
2	2									12	14	11		10		8
	3	3								13	15	12		10		8
	4	3								14	16	13		11		8
	5	4	3							15	16	13		11		9
	6	4	3							16	17	14		12		9
	7	4	3							17	18	15		12		10
	8	5	4		3					18	19	15		13		10
	9	5	4		3					19	20	16		13		10
	10	6	4		3					20	21	17		14		11
m	n	α							m	n	α
		0.1	0.05		0.025		0.01				0.1	0.05		0.025		0.01
3	21	21	17		14		11		5	13	33	30		27		24
	22	22	18		15		12			14	35	31		28		25
	23	23	19		15		12			15	37	33		29		26
	24	24	19		15		12			16	38	34		30		27
	25	25	20		16		13			17	40	35		32		28
										18	42	37		33		29
4	4	13	11		10					19	43	38		34		30
	5	14	12		11		10			20	45	40		35		31
	6	15	13		12		11			21	47	41		37		32
	7	16	14		13		11			22	48	43		38		33
	8	17	15		14		12			23	50	44		39		34
	9	19	16		14		13			24	51	45		40		35
	10	20	17		15		13			25	53	47		42		36
	11	21	18		16		14
	12	22	19		17		15		6	6	30	28		26		24
	13	23	20		18		15			7	32	30		27		25
	14	25	21		19		16			8	34	31		29		27
	15	26	22		20		17			9	36	33		31		28
	16	27	24		21		17			10	38	35		32		29
	17	28	25		21		18			11	40	37		34		30
	18	30	26		22		19			12	42	38		35		32
	19	31	27		23		19			13	44	40		37		33
	20	32	28		24		20			14	46	42		38		34
	21	33	29		25		21			15	48	44		40		36
	22	35	30		26		21			16	50	46		42		37
	23	36	31		27		22			17	52	47		43		39
	24	38	32		27		23			18	55	49		45		40
	25	38	33		28		23			19	57	51		46		41
										20	59	53		48		43
5	5	20	19		17		16			21	61	55		50		44
	6	21	20		18		17			22	63	57		51		45
	7	23	21		20		18			23	65	58		53		47
	8	25	23		21		19			24	67	60		54		48
	9	27	24		22		20			25	69	62		56		50
	10	28	26		23		21
	11	30	27		24		22		7	7	41	39		36		34
	12	32	28		26		23			8	44	41		38		35
m	n	α							m	n	α
		0.1		0.05		0.025		0.01			0.1		0.05		0.025		0.01
7	9	46		43		40		37	9	9	70		66		62		59
	10	49		45		42		39		10	73		69		65		61
	11	51		47		44		40		11	76		72		68		63
	12	54		49		46		42		12	80		75		71		66
	13	56		52		48		44		13	83		78		73		68
	14	59		54		50		45		14	86		81		76		71
	15	61		56		52		47		15	90		84		79		73
	16	64		58		54		49		16	93		87		82		76
	17	66		61		56		51		17	97		90		84		78
	18	69		63		58		52		18	100		93		87		81
	19	71		65		60		54		19	103		96		90		83
	20	74		67		62		56		20	107		99		93		85
	21	76		69		64		58		21	110		102		95		88
	22	79		72		66		59		22	113		105		98		90
	23	81		74		68		61		23	117		108		101		93
	24	84		76		70		63		24	120		111		104		95
	25	86		78		72		64		25	123		114		107		98

8	8	55		51		49		45	10	10	87		82		78		74
	9	58		54		51		47		11	91		86		81		77
	10	60		56		53		49		12	94		89		84		79
	11	63		59		55		51		13	98		92		88		82
	12	66		62		58		53		14	102		96		91		85
	13	69		64		60		56		15	106		99		94		88
	14	72		67		62		58		16	109		103		97		91
	15	75		69		65		60		17	113		106		100		93
	16	78		72		67		62		18	117		110		103		96
	17	81		75		70		64		19	121		113		107		99
	18	84		77		72		66		20	125		117		110		102
	19	87		80		74		68		21	128		120		113		105
	20	90		83		77		70		22	132		123		116		108
	21	92		85		79		72		23	136		127		119		110
	22	95		88		81		74		24	140		130		122		113
	23	98		90		84		76		25	144		134		126		116
	24	101		9		86		78
	25	104		96		89		81	11	11	106		100		96		91
										12	110		104		99		94
m	n	α							m	n	α
		0.1		0.05		0.025		0.01			0.1		0.05		0.025		0.01
11	13	114		108		103		97	13	21	190		180		171		162
	14	118		112		106		100		22	195		185		176		166
	15	123		116		110		103		23	200		189		180		170
	16	127		120		113		107		24	205		194		185		174
	17	131		123		117		110		25	211		199		189		178
	18	135		127		121		113
	19	139		131		124		116	14	14	174		166		160		152
	20	144		135		128		119		15	179		171		164		156
	21	148		139		131		123		16	185		176		169		161
	22	152		143		135		126		17	190		182		174		165
	23	156		147		139		129		18	196		187		179		170
	24	161		151		142		132		19	202		192		183		174
	25	165		155		146		136		20	207		197		188		178
										21	213		202		193		183
12	12	127		120		115		109		22	218		207		198		187
	13	131		125		119		113		23	224		212		203		192
	14	136		129		123		116		24	229		218		207		196
	15	141		133		127		120		25	235		223		212		200
	16	145		138		131		124
	17	150		142		135		127	15	15	200		192		184		176
	18	155		146		139		131		16	206		197		190		181
	19	159		150		143		134		17	212		203		195		186
	20	164		155		147		138		18	218		208		200		190
	21	169		159		151		142		19	224		214		205		195
	22	173		163		155		145		20	230		220		210		200
	23	178		168		159		149		21	236		225		216		205
	24	183		172		163		153		22	242		231		221		210
	25	187		176		167		156		23	248		236		226		214
										24	254		242		231		219
13	13	149		142		136		130		25	260		248		237		224
	14	154		147		141		134
	15	159		152		145		138	16	16	229		219		211		202
	16	165		156		150		142		17	235		225		217		207
	17	170		161		154		146		18	242		231		222		212
	18	175		166		158		150		19	248		237		228		218
	19	180		171		163		154		20	255		243		234		223
	20	185		175		167		158		21	261		249		239		228
m	n	α							m	n	α
		0.1		0.05		0.025		0.01			0.1		0.05		0.025		0.01
16	22	267		255		245		233	20	20	361		348		377		324
	23	274		261		251		238		21	370		356		344		331
	24	280		267		256		244		22	378		364		351		337
	25	287		273		262		249		23	386		371		359		344
										24	394		379		366		351
17	17	259		249		240		230		25	403		387		373		358
	18	266		255		246		235
	19	273		262		252		241	21	21	399		385		373		359
	20	280		268		258		246		22	408		393		381		366
	21	287		274		264		252		23	417		401		388		373
	22	294		281		270		258		24	425		410		396		381
	23	300		287		276		263		25	434		418		404		388
	24	307		294		282		269
	25	314		300		288		275	22	22	439		424		411		396
										23	448		432		419		403
18	18	291		280		270		259		24	457		441		427		411
	19	299		287		277		265		25	467		450		435		419
	20	306		294		283		271
	21	313		301		290		277	23	23	481		465		451		434
	22	321		307		296		283		24	491		474		459		443
	23	328		314		303		289		25	500		483		468		451
	24	335		321		309		295
	25	343		328		316		301	24	24	525		507		492		475
										25	535		517		501		484
19	19	325		313		303		291
	20	333		320		309		297	25	25	570		552		536		517
	21	341		328		316		303
	22	349		335		323		310
	23	357		342		330		316
	24	364		350		337		323
	25	372		357		344		329

Таблица 18

Преобразование Фишера (Z – преобразование),

r	0.000	0.002	0.004	0.006	0.008	r	0.000	0.002	0.004	0.006	0.008
0.00	0.0000	0.0020	0.0040	0.0060	0.0080	0.23	0.2342	0.2363	0.2384	0.2405	0.2427
0.01	0.0100	0.0120	0.0140	0.0160	0.0180	0.24	0.2448	0.2469	0.2490	0.2512	0.2533
0.02	0.0200	0.0220	0.0240	0.0260	0.0280	0.25	0.2554	0.2575	0.2597	0.2618	0.2640
0.03	0.0300	0.0320	0.0340	0.0360	0.0380	0.26	0.2661	0.2683	0.2704	0.2726	0.2747
0.04	0.0400	0.0420	0.0440	0.0460	0.0480	0.27	0.2769	0.2790	0.2812	0.2833	0.2855
0.05	0.0500	0.0520	0.0541	0.0561	0.0581	0.28	0.2877	0.2899	0.2920	0.2942	0.2964
0.06	0.0601	0.0621	0.0641	0.0661	0.0681	0.29	0.2986	0.3008	0.3029	0.3051	0.3073
0.07	0.0701	0.0721	0.0741	0.0761	0.0782	0.30	0.3095	0.3117	0.3139	0.3161	0.3183
0.08	0.0802	0.0822	0.0842	0.0862	0.0882	0.31	0.3205	0.3228	0.3250	0.3272	0.3294
0.09	0.0902	0.0923	0.0943	0.0963	0.0983	0.32	0.3316	0.3339	0.3361	0.3383	0.3406
0.10	0.1003	0.1024	0.1044	0.1064	0.1084	0.33	0.3428	0.3451	0.3473	0.3496	0.3518
0.11	0.1104	0.1125	0.1145	0.1165	0.1186	0.34	0.3541	0.3564	0.3586	0.3609	0.3632
0.12	0.1206	0.1226	0.1246	0.1267	0.1287	0.35	0.3654	0.3677	0.3700	0.3723	0.3746
0.13	0.1307	0.1328	0.1348	0.1368	0.1389	0.36	0.3769	0.3792	0.3815	0.3838	0.3861
0.14	0.1409	0.1430	0.1450	0.1471	0.1491	0.37	0.3884	0.3907	0.3931	0.3954	0.3977
0.15	0.1511	0.1532	0.1552	0.1573	0.1593	0.38	0.4001	0.4024	0.4047	0.4071	0.4094
0.16	0.1614	0.1634	0.1655	0.1676	0.1696	0.39	0.4118	0.4142	0.4165	0.4189	0.4213
0.17	0.1717	0.1737	0.1758	0.1779	0.1799	0.40	0.4236	0.4260	0.4284	0.4308	0.4332
0.18	0.1820	0.1841	0.1861	0.1882	0.1903	0.41	0.4356	0.4380	0.4404	0.4428	0.4453
0.19	0.1923	0.1944	0.1965	0.1986	0.2007	0.42	0.4477	0.4501	0.4526	0.4550	0.4574
0.20	0.2027	0.2048	0.2069	0.2090	0.2111	0.43	0.4599	0.4624	0.4648	0.4673	0.4698
0.21	0.2132	0.2153	0.2174	0.2195	0.2216	0.44	0.4722	0.4747	0.4772	0.4797	0.4822
0.22	0.2237	0.2258	0.2279	0.2300	0.2321	0.45	0.4847	0.4872	0.4897	0.4922	0.4948

r	0.000	0.002	0.004	0.006	0.008	r	0.000	0.002	0.004	0.006	0.008
0.45	0.4847	0.4872	0.4897	0.4922	0.4948	0.73	0.9287	0.9330	0.9373	0.9417	0.9461
0.46	0.4973	0.4999	0.5024	0.5049	0.5075	0.74	0.9505	0.9549	0.9594	0.9639	0.9684
0.47	0.5101	0.5126	0.5152	0.5178	0.5204	0.75	0.9730	0.9775	0.9822	0.9868	0.9915
0.48	0.5230	0.5256	0.5282	0.5308	0.5334	0.76	0.9962	1.0010	1.0058	1.0106	1.0154
0.49	0.5361	0.5387	0.5413	0.5440	0.5466	0.77	1.0203	1.0253	1.0302	1.0352	1.0403
0.50	0.5493	0.5520	0.5547	0.5573	0.5600	0.78	1.0454	1.0505	1.0557	1.0609	1.0661
0.51	0.5627	0.5654	0.5682	0.5709	0.5736	0.79	1.0714	1.0768	1.0822	1.0876	1.0931
0.52	0.5763	0.5791	0.5818	0.5846	0.5874	0.80	1.0986	1.1042	1.1098	1.1155	1.1212
0.53	0.5901	0.5929	0.5957	0.5985	0.6013	0.81	1.1270	1.1329	1.1388	1.1447	1.1507
0.54	0.6042	0.6070	0.6098	0.6127	0.6155	0.82	1.1568	1.1630	1.1692	1.1754	1.1817
0.55	0.6184	0.6213	0.6241	0.6270	0.6299	0.83	1.1881	1.1946	1.2011	1.2077	1.2144
0.56	0.6328	0.6358	0.6387	0.6416	0.6446	0.84	1.2212	1.2280	1.2349	1.2419	1.2490
0.57	0.6475	0.6505	0.6535	0.6565	0.6595	0.85	1.2562	1.2634	1.2707	1.2782	1.2857
0.58	0.6625	0.6655	0.6685	0.6716	0.6746	0.86	1.2933	1.3011	1.3089	1.3169	1.3249
0.59	0.6777	0.6807	0.6838	0.6869	0.6900	0.87	1.3331	1.3414	1.3498	1.3583	1.3670
0.60	0.6931	0.6963	0.6994	0.7026	0.7057	0.88	1.3758	1.3847	1.3938	1.4030	1.4124
0.61	0.7089	0.7121	0.7153	0.7185	0.7218	0.89	1.4219	1.4316	1.4415	1.4516	1.4618
0.62	0.7250	0.7283	0.7315	0.7348	0.7381	0.90	1.4722	1.4828	1.4937	1.5047	1.5160
0.63	0.7414	0.7447	0.7481	0.7514	0.7548	0.91	1.5275	1.5393	1.5513	1.5636	1.5762
0.64	0.7582	0.7616	0.7650	0.7684	0.7718	0.92	1.5890	1.6022	1.6157	1.6296	1.6438
0.65	0.7753	0.7788	0.7823	0.7858	0.7893	0.93	1.6584	1.6734	1.6888	1.7047	1.7211
0.66	0.7928	0.7964	0.7999	0.8035	0.8071	0.94	1.7380	1.7555	1.7736	1.7923	1.8117
0.67	0.8107	0.8144	0.8180	0.8217	0.8254	0.95	1.8318	1.8527	1.8745	1.8972	1.9210
0.68	0.8291	0.8328	0.8366	0.8404	0.8441	0.96	1.9459	1.9721	1.9996	2.0287	2.0595
0.69	0.8480	0.8518	0.8556	0.8595	0.8634	0.97	2.0923	2.1273	2.1649	2.2054	2.2494
0.70	0.8673	0.8712	0.8752	0.8792	0.8832	0.98	2.2976	2.3507	2.4101	2.4774	2.5550
0.71	0.8872	0.8912	0.8953	0.8994	0.9035	0.99	2.6467	2.7587	2.9031	3.1063	3.4534
0.72	0.9076	0.9118	0.9160	0.9202	0.9245

Дата: 2018-12-21, просмотров: 262.

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