Страница 15: ГОСТ Р 50779.21-2004. Статистические методы. Правила определения и методы расчета статистических характеристик по выборочным данным. Часть 1. Нормальное распределение (78660)

Квантили -распределения уровня =0,099 для степеней свободы

1

2

3

4

5

6

7

8

9

10

12

15

20

24

30

40

60

120

1

4052,2

4999,5

5403,3

5624,6

5763,7

5859,0

5928,3

5981,1

6022,5

6055,8

6106,3

6157,3

6208,7

6234,6

6260,7

6286,8

6313,0

6339,4

6366,0

2

98,503

99,000

99,166

99,249

99,299

99,332

99,356

99,374

99,388

99,399

99,416

99,432

99,449

99,458

99,466

99,474

99,483

99,491

99,499

3

34,116

30,817

29,457

28,710

28,237

27,911

27,672

27,489

27,345

27,229

27,052

26,872

26,690

26,598

26,505

26,411

26,316

26,221

26,125

4

21,198

18,000

16,694

15,977

15,522

15,207

14,976

14,799

14,659

14,546

14,374

14,198

14,020

13,929

13,838

13,745

13,652

13,558

13,463

5

16,258

13,274

12,060

11,392

10,967

10,672

10,672

10,289

10,158

10,051

9,8883

9,7222

9,5527

9,4665

9,3793

9,2912

9,2020

9,1118

9,0204

6

13,745

10,925

9,7795

9,1483

8,7459

8,4661

8,2600

8,1016

7,9761

7,8741

7,7183

7,5590

7,3958

7,3127

7,2285

7,1432

7,0568

6,9690

6,8861

7

12,246

9,5466

8,4513

7,8467

7,4604

7,1914

6,9928

6,8401

6,7188

6,6201

6,4691

6,3143

6,1554

6,0743

5,9921

5,9084

5,8236

5,7372

5,6495

8

11,259

8,6491

7,5910

7,0060

6,6318

6,3707

6,1776

6,0289

5,9106

5,8143

5,6668

5,5151

5,3591

5,2793

5,1981

5,1156

5,0316

4,9460

4,8588

9

10,561

8,0215

6,9919

6,4221

6,0569

5,8018

5,6129

5,4671

5,3511

5,2565

5,1114

4,9621

4,8080

4,7290

4,6486

4,5667

4,4831

4,3978

4,3105

10

10,044

7,5594

6,5523

5,9943

5,6363

5,3858

5,2001

5,0567

4,9424

4,8492

4,7059

4,5582

4,4054

4,3269

4,2469

4,1653

4,0819

3,9965

3,9090

11

9,6460

7,2057

6,2167

5,6683

5,3160

5,0692

4,8861

4,7445

4,6315

4,5393

4,3974

4,2509

4,0990

4,0209

3,9411

3,8596

3,7761

3,6904

3,6025

12

9,3302

6,9266

5,9526

5,4119

5,0643

4,8206

4,6395

4,4994

4,3875

4,2961

4,1553

4,0096

3,8584

3,7805

3,7008

3,6192

3,5355

3,4494

3,3608

13

9,0738

6,7010

5,7394

5,2053

4,8616

4,6204

4,4410

4,3021

4,1911

4,1003

3,9603

3,8154

3,6646

3,5868

3,5070

3,4253

3,3413

3,2548

3,1654

14

8,8616

6,5149

5,5639

5,0354

4,6950

4,4558

4,2779

4,1399

4,0297

3,9394

3,8001

3,6557

3,5052

3,4274

3,3476

3,2656

3,1813

3,0942

3,0040

15

8,6831

6,3589

5,4170

4,8932

4,5556

4,3183

4,1415

4,0045

3,8948

3,8049

3,6662

3,5222

3,3719

3,2940

3,2141

3,1319

3,0471

3,2995

2,8684

16

8,5310

6,2262

5,2922

4,7726

4,4374

4,2016

4,0259

3,8896

3,7804

3,6909

3,5527

3,4089

3,2588

3,1808

3,1007

3,0182

2,9330

3,8447

2,7528

17

8,3997

6,1121

5,1850

4,6690

4,3359

4,1015

3,9267

3,7910

3,6822

3,5931

3,4552

3,3117

3,1615

3,0835

3,0032

2,9205

2,8348

2,7459

2,6530

18

8,2854

6,0129

5,0919

4,5790

4,2479

4,0146

3,8406

3,7054

3,5971

3,5082

3,3706

3,2273

3,0771

2,9990

2,9185

2,8354

2,7493

2,6597

2,5660

19

8,1850

5,9259

5,0103

4,5003

4,1708

3,9386

3,7653

3,6305

3,5225

3,4338

3,2965

3,1533

3,0031

2,9249

2,8442

2,7608

2,6742

2,5839

2,4893

20

8,0960

5,8489

4,9382

4,4307

4,1027

3,8714

3,6987

3,5644

3,4567

3,3682

3,2311

3,0880

2,9377

2,8594

2,7785

2,6947

2,6077

2,5168

2,4212

21

8,0166

5,7804

4,8740

4,3688

4,0421

3,8117

3,6396

3,5056

3,3981

3,3098

3,1729

3,0299

2,8796

2,8011

2,7200

2,6359

2,5484

2,4568

2,3603

22

7,9454

5,7190

4,8166

4,3134

3,9880

3,7583

3,5867

3,4530

3,3458

3,2576

3,1209

2,9780

2,8274

2,7488

2,6675

2,5831

2,4951

2,4029

2,3055

23

7,8811

5,6637

4,7649

4,2635

3,9392

3,7102

3,5390

3,4057

3,2986

3,2106

3,0740

2,9311

2,7805

2,7017

2,6202

2,5355

2,4471

2,3542

2,2559

24

7,8229

5,6136

4,7181

4,2184

3,8951

3,6667

3,4959

3,3629

3,2560

3,1681

3,0316

2,8887

2,7380

2,6591

2,5773

2,4923

2,4035

2,3099

2,2107

25

7,7698

5,5680

4,6755

4,1774

3,8550

3,6272

3,4568

3,3239

3,2172

3,1294

2,9931

2,8502

2,6993

2,6203

2,5383

2,4530

2,3637

2,2695

2,1694

26

7,7213

5,5263

4,6366

4,1400

3,8183

3,5911

3,4210

3,2884

3,1818

3,0941

2,9579

2,8150

2,6640

2,5848

2,5026

2,4170

2,3273

2,2325

2,1315

27

7,6767

5,4881

4,6009

4,1056

3,7848

3,5580

3,3882

3,2558

3,1494

3,0618

2,9256

2,7827

2,6316

2,5522

2,4699

2,3840

2,2938

2,1984

2,0965

28

7,6356

5,4529

4,5681

4,0740

3,7539

3,5276

3,3581

3,2259

3,1195

3,0320

2,8959

2,7530

2,6017

2,5223

2,4397

2,3535

2,2629

2,1670

2,0642

29

7,5976

5,4205

4,5378

4,0449

3,7254

3,4995

3,3302

3,1982

3,0920

3,0045

2,8685

2,7256

2,5742

2,4946

2,4118

2,3253

2,2344

2,1378

2,0342

30

7,5625

5,3903

4,5097

4,0179

3,6990

3,4735

3,3045

3,1726

3,0665

2,9791

2,8431

2,7002

2,5487

2,4689

2,3860

2,2992

2,2079

2,1107

2,0062

40

7,3141

5,1785

4,3126

3,8283

3,5138

4,2910

3,1238

2,9930

2,8876

2,8005

2,6648

2,5216

2,3689

2,2880

2,2034

2,1142

2,0194

1,9172

1,8047

60

7,0771

4,9774

4,1259

3,6491

3,3387

3,1187

2,9530

2,8233

2,7185

2,6318

2,4961

2,3523

2,1978

2,1154

2,0285

1,9360

1,8363

1,7263

1,6006

120

6,8510

4,7865

3,9491

3,4796

3,1735

2,9559

2,7918

2,6629

2,5586

2,4721

2,3363

2,1915

2,0346

1,9500

1,8600

1,7628

1,6557

1,5330

1,3805

6,6349

4,6052

3,7816

3,3192

3,0173

2,8020

2,6393

2,5113

2,4073

2,3209

2,1848

2,0385

1,8783

1,7908

1,6964

1,5923

1,4730

1,3246

1,0000