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Table 5 Total variance explained of factors

From: A study on satisfaction with publicly financed health services in China

Component

Total variance explained

Initial eigenvalues

Extraction sums of squared loadings

Rotation sums of squared loadings

Total

% of Variance

Cumulative %

Total

% of Variance

Cumulative %

Total

% of Variance

Cumulative %

1

6.591

28.658

28.658

6.591

28.658

28.658

2.294

9.972

9.972

2

1.548

6.729

35.388

1.548

6.729

35.388

2.268

9.863

19.835

3

1.428

6.210

41.597

1.428

6.210

41.597

2.176

9.460

29.295

4

1.307

5.682

47.280

1.307

5.682

47.280

1.978

8.601

37.896

5

1.121

4.873

52.153

1.121

4.873

52.153

1.796

7.810

45.706

6

.976

4.243

56.396

.976

4.243

56.396

1.184

5.150

50.856

7

.926

4.025

60.421

.926

4.025

60.421

1.070

4.652

55.508

8

.919

3.994

64.415

.919

3.994

64.415

1.054

4.584

60.092

9

.847

3.682

68.096

.847

3.682

68.096

1.044

4.540

64.631

10

.795

3.456

71.553

.795

3.456

71.553

1.029

4.474

69.105

11

.767

3.334

74.887

.767

3.334

74.887

1.021

4.440

73.545

12

.710

3.085

77.972

.710

3.085

77.972

1.018

4.427

77.972

13

.671

2.918

80.890

      

14

.634

2.758

83.647

      

15

.572

2.488

86.135

      

16

.565

2.458

88.594

      

17

.478

2.077

90.671

      

18

.452

1.966

92.637

      

19

.417

1.814

94.451

      

20

.400

1.741

96.192

      

21

.372

1.618

97.810

      

22

.306

1.332

99.142

      

23

.197

.858

100.000

      
  1. Extraction Method: Principal Component Analysis