Table 3 Total variance explained.

From: The impact of cloud computing technology on cloud accounting adoption and financial management of businesses

Factor

Initial eigenvalues

Extraction sums of squared loadings

Rotation sums of squared loadingsa

Total

% of Variance

Cumulative %

Total

% of Variance

Cumulative %

Total

1

8.962

37.343

37.343

8.647

36.028

36.028

5.606

2

2.270

9.457

46.800

1.958

8.160

44.189

5.811

3

2.039

8.494

55.294

1.737

7.239

51.428

5.259

4

1.550

6.459

61.753

1.234

5.141

56.569

5.110

5

1.384

5.768

67.521

1.068

4.451

61.020

4.860

6

1.180

4.918

72.439

0.836

3.484

64.503

4.508

7

1.011

4.210

76.650

0.711

2.963

67.466

4.451

8

0.659

2.744

79.394

    

9

0.586

2.442

81.836

    

10

0.478

1.991

83.827

    

11

0.469

1.953

85.780

    

12

0.416

1.732

87.512

    

13

0.403

1.680

89.192

    

14

0.365

1.523

90.714

    

15

0.348

1.449

92.163

    

16

0.299

1.244

93.407

    

17

0.249

1.036

94.444

    

18

0.236

0.984

95.427

    

19

0.231

0.962

96.389

    

20

0.207

0.862

97.251

    

21

0.201

0.837

98.087

    

22

0.181

0.755

98.842

    

23

0.163

0.678

99.520

    

24

0.115

0.480

100.000

    
  1. Extraction Method: Principal Axis Factoring.
  2. aWhen factors are correlated, sums of squared loadings cannot be added to obtain a total variance.
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