Table 2. Total variance explained Total...

Table 2.

Total variance explained

Total variance explained
	Initial eigenvalues			Extraction sums of squared loadings			Rotation sums of squared loadings^a
Component	Total	% of variance	Cumulative %	Total	% of variance	Cumulative %	Total
1	12.801	60.955	60.955	12.801	60.955	60.955	11.280
2	1.268	6.037	66.992	1.268	6.037	66.992	10.156
3	1.023	4.870	71.862	1.023	4.870	71.862	2.876
4	0.868	4.132	75.994
5	0.772	3.675	79.669
6	0.610	2.903	82.572
7	0.501	2.386	84.958
8	0.456	2.171	87.129
9	0.359	1.710	90.880
10	0.302	1.437	92.317
11	0.279	1.327	93.644
12	0.260	1.237	94.881
13	0.238	1.133	96.014
14	0.176	0.839	96.853
15	0.163	0.775	97.628
16	0.125	0.595	98.223
17	0.121	0.576	98.798
18	0.101	0.482	99.281
19	0.091	0.432	99.713
20	0.060	0.287	100.000
Extraction method: principal component analysis

Total variance explained
	Initial eigenvalues			Extraction sums of squared loadings			Rotation sums of squared loadings^a
Component	Total	% of variance	Cumulative %	Total	% of variance	Cumulative %	Total
1	12.801	60.955	60.955	12.801	60.955	60.955	11.280
2	1.268	6.037	66.992	1.268	6.037	66.992	10.156
3	1.023	4.870	71.862	1.023	4.870	71.862	2.876
4	0.868	4.132	75.994
5	0.772	3.675	79.669
6	0.610	2.903	82.572
7	0.501	2.386	84.958
8	0.456	2.171	87.129
9	0.359	1.710	90.880
10	0.302	1.437	92.317
11	0.279	1.327	93.644
12	0.260	1.237	94.881
13	0.238	1.133	96.014
14	0.176	0.839	96.853
15	0.163	0.775	97.628
16	0.125	0.595	98.223
17	0.121	0.576	98.798
18	0.101	0.482	99.281
19	0.091	0.432	99.713
20	0.060	0.287	100.000
Extraction method: principal component analysis

Note:

^aWhen components are correlated, sums of squared loadings cannot be added to obtain a total variance

Source: Authors’ own creation

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