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Table 9 Maximum Random variate when \(\alpha =2\), \(\beta =0.5\) and \(n\) = 15

From: Uncertainty-driven generation of neutrosophic random variates from the Weibull distribution

\({U}_{N}\)

\({I}_{N}\)

0

0.1

0.2

0.3

0.4

0.0773

6.8609

4.2304

2.9409

2.1868

1.6996

0.8613

42.5902

10.6117

6.0790

4.1119

3.0174

0.3816

15.4259

7.3281

4.6264

3.2660

2.4562

0.4204

16.5899

7.6236

4.7703

3.3531

2.5153

0.0935

7.3966

4.4827

3.0911

2.2875

1.7722

0.9264

55.7965

11.0292

6.2422

4.2023

3.0759

0.5284

20.2111

8.4037

5.1371

3.5719

2.6623

0.6094

23.4895

8.9601

5.3875

3.7184

2.7598

0.7484

31.3058

9.8820

5.7827

3.9453

2.9091

0.9964

139.1075

11.4769

6.4123

4.2956

3.1358

0.4339

17.0081

7.7240

4.8186

3.3822

2.5349

0.5091

19.5104

8.2676

5.0744

3.5349

2.6376

0.6839

27.2072

9.4581

5.6040

3.8434

2.8422

0.7206

29.4093

9.6999

5.7066

3.9020

2.8807

0.6002

23.0852

8.8981

5.3600

3.7025

2.7492

\({U}_{N}\)

\({I}_{N}\)

0.5

0.6

0.7

0.8

0.9

0.0773

1.3635

1.1206

0.9386

0.7984

0.6880

0.8613

2.3285

1.8603

1.5251

1.2756

1.0842

0.3816

1.9261

1.5565

1.2869

1.0835

0.9258

0.4204

1.9690

1.5892

1.3128

1.1045

0.9432

0.0935

1.4185

1.1638

0.9735

0.8272

0.7122

0.9264

2.3697

1.8911

1.5490

1.2948

1.0999

0.5284

2.0752

1.6699

1.3762

1.1558

0.9856

0.6094

2.1452

1.7228

1.4177

1.1893

1.0132

0.7484

2.2517

1.8029

1.4804

1.2397

1.0547

0.9964

2.4118

1.9225

1.5734

1.3142

1.1159

0.4339

1.9832

1.6000

1.3213

1.1114

0.9489

0.5091

2.0574

1.6564

1.3656

1.1472

0.9785

0.6839

2.2041

1.7671

1.4525

1.2172

1.0362

0.7206

2.2316

1.7877

1.4686

1.2302

1.0469

0.6002

2.1376

1.7170

1.4133

1.1857

1.0102