Factor Analysis

 

Total Variance Explained

Component

Initial Eigenvalues

Extraction Sums of Squared Loadings

Total

% of Variance

Cumulative %

Total

% of Variance

Cumulative %

1

6.025

22.315

22.315

6.025

22.315

22.315

2

4.502

16.674

38.989

4.502

16.674

38.989

3

2.218

8.215

47.204

2.218

8.215

47.204

4

1.469

5.442

52.646

1.469

5.442

52.646

5

1.313

4.863

57.508

1.313

4.863

57.508

6

1.160

4.297

61.805

1.160

4.297

61.805

7

1.113

4.123

65.929

1.113

4.123

65.929

8

1.023

3.788

69.717

1.023

3.788

69.717

9

.830

3.073

72.790

 

 

 

10

.792

2.935

75.725

 

 

 

11

.731

2.708

78.432

 

 

 

12

.680

2.518

80.950

 

 

 

13

.627

2.322

83.272

 

 

 

14

.567

2.099

85.372

 

 

 

15

.509

1.886

87.258

 

 

 

16

.479

1.772

89.030

 

 

 

17

.452

1.675

90.706

 

 

 

18

.398

1.473

92.178

 

 

 

19

.357

1.323

93.502

 

 

 

20

.329

1.219

94.720

 

 

 

21

.284

1.051

95.771

 

 

 

22

.271

1.005

96.776

 

 

 

23

.241

.891

97.667

 

 

 

24

.206

.762

98.429

 

 

 

25

.178

.659

99.088

 

 

 

26

.143

.530

99.618

 

 

 

27

.103

.382

100.000

 

 

 

Extraction Method: Principal Component Analysis.

 

Total Variance Explained

Component

Rotation Sums of Squared Loadings

Total

% of Variance

Cumulative %

1

4.455

16.499

16.499

2

3.214

11.902

28.402

3

2.735

10.129

38.531

4

2.198

8.140

46.671

5

1.986

7.355

54.026

6

1.545

5.724

59.750

7

1.349

4.997

64.747

8

1.342

4.970

69.717

Extraction Method: Principal Component Analysis.

 

 

Component Matrixa

 

Component

 

1

2

3

4

5

6

7

8

act1

.667

-.121

.099

-.431

.116

-.064

-.188

.182

act2

-.409

.470

.418

-.130

.064

-.161

-.039

-.002

act3

.516

.293

.022

-.386

.046

.212

-.079

-.066

act4

.104

.225

.398

.077

.197

.428

.443

.263

act5

.072

.700

.096

.003

-.230

.078

.012

.320

act6

-.153

.484

.031

-.239

.508

-.030

.295

.068

act7

.037

.539

-.288

-.190

.514

-.124

.105

.017

act8

.146

.654

-.226

.241

.172

-.118

-.201

.282

act9

.645

.110

.021

.021

.280

.019

-.398

-.153

act10

-.231

.813

.303

.018

-.040

-.016

.054

-.094

act11

.504

-.074

.637

-.044

-.203

-.328

.011

-.006

act12

-.151

.557

.460

.265

-.092

-.192

.064

.032

act13

.729

.020

-.108

.100

-.009

-.249

.267

-.011

act14

.650

.143

-.462

.028

.013

-.078

-.068

.052

act15

.184

.601

-.078

.073

-.274

.272

-.020

-.384

act16

.810

.033

-.257

.035

-.215

.200

.131

.091

act17

.026

.638

-.140

-.147

-.451

.039

-.089

.242

act18

.383

-.010

-.112

.440

.064

-.498

-.001

.080

act19

.189

.596

-.341

.102

-.158

-.229

.110

-.218

act20

.682

.033

-.223

-.013

.081

-.026

.298

.072

act21

.455

-.348

.052

.386

-.002

.190

.422

-.164

act22

.337

.579

.076

-.045

.026

.046

.020

-.524

act23

.642

-.093

.347

-.063

.184

.127

-.215

-.195

act24

.773

-.118

.245

.081

.095

-.012

-.050

.028

act25

-.473

.223

-.484

.276

.144

.277

-.163

-.004

act26

.695

.082

.062

-.012

-.169

.231

-.138

.267

act27

.097

.133

.314

.637

.258

.228

-.308

.089

Extraction Method: Principal Component Analysis.

a. 8 components extracted.

 

 

Rotated Component Matrixa

 

Component

 

1

2

3

4

5

6

7

8

act1

.469

.624

.018

-.154

.159

.056

-.214

-.183

act2

-.634

.108

.323

.129

.270

.007

-.019

.061

act3

.380

.347

.173

.294

.234

.046

-.347

-.028

act4

.018

.108

.142

-.013

.188

.145

-.148

.776

act5

.014

.018

.759

.185

.139

.061

.000

.179

act6

-.163

-.050

.108

.085

.747

-.068

-.046

.231

act7

.104

-.141

.135

.169

.786

.008

.049

-.064

act8

.169

-.176

.542

.110

.391

.353

.260

-.110

act9

.403

.365

-.071

.228

.170

.495

-.034

-.250

act10

-.439

.000

.527

.472

.291

.070

.038

.188

act11

-.008

.842

.066

.047

-.204

.037

.217

.096

act12

-.447

.142

.439

.253

.076

.162

.308

.247

act13

.602

.359

-.032

.150

.073

-.059

.394

.080

act14

.730

.054

.116

.144

.138

.071

.166

-.225

act15

.122

-.101

.320

.746

-.041

.072

-.101

.048

act16

.846

.197

.135

.175

-.135

.015

.018

.114

act17

.087

-.082

.789

.223

.009

-.142

-.084

-.082

act18

.272

.139

-.005

-.044

.013

.178

.684

-.128

act19

.207

-.141

.334

.538

.204

-.134

.334

-.142

act20

.688

.218

-.026

.091

.173

-.069

.175

.150

act21

.421

.104

-.413

.110

-.275

.067

.231

.465

act22

.083

.192

.103

.785

.235

.097

-.002

.004

act23

.282

.590

-.207

.189

-.008

.386

-.153

.011

act24

.474

.581

-.095

.043

-.048

.306

.104

.101

act25

-.093

-.790

.076

.054

.109

.199

-.072

-.102

act26

.582

.362

.298

.013

-.143

.248

-.129

.089

act27

-.087

-.033

.048

.024

-.088

.814

.154

.218

Extraction Method: Principal Component Analysis.

 Rotation Method: Varimax with Kaiser Normalization.

a. Rotation converged in 8 iterations.