Varianza explicada por los
diversos componentes |
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Autovalores iniciales | Sumas de las saturaciones al cuadrado de la extracción | Suma de las saturaciones al cuadrado de la rotación | ||||||
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Componente | Total | % de la varianza | % acumulado | Total | % de la varianza | % acumulado | Total | % de la varianza | % acumulado |
1 | 11,813 | 34,743 | 34,743 | 11,813 | 34,743 | 34,743 | 10,445 | 30,720 | 30,720 |
2 | 5,169 | 15,204 | 49,947 | 5,169 | 15,204 | 49,947 | 3,109 | 9,143 | 39,863 |
3 | 3,187 | 9,374 | 59,321 | 3,187 | 9,374 | 59,321 | 2,990 | 8,793 | 48,656 |
4 | 2,309 | 6,791 | 66,112 | 2,309 | 6,791 | 66,112 | 2,967 | 8,726 | 57,382 |
5 | 1,949 | 5,733 | 71,845 | 1,949 | 5,733 | 71,845 | 2,829 | 8,322 | 65,704 |
6 | 1,567 | 4,610 | 76,455 | 1,567 | 4,610 | 76,455 | 2,629 | 7,733 | 73,437 |
7 | 1,245 | 3,661 | 80,116 | 1,245 | 3,661 | 80,116 | 2,271 | 6,679 | 80,116 |
8 | ,947 | 2,785 | 82,901 |
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9 | ,916 | 2,694 | 85,595 |
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10 | ,773 | 2,273 | 87,869 |
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11 | ,657 | 1,932 | 89,801 |
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12 | ,569 | 1,674 | 91,474 |
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13 | ,529 | 1,555 | 93,029 |
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14 | ,477 | 1,402 | 94,432 |
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15 | ,379 | 1,114 | 95,546 |
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16 | ,362 | 1,065 | 96,611 |
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17 | ,300 | ,882 | 97,493 |
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18 | ,239 | ,703 | 98,196 |
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19 | ,191 | ,560 | 98,757 |
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20 | ,125 | ,369 | 99,126 |
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21 | ,113 | ,332 | 99,457 |
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22 | 7,306E-02 | ,215 | 99,672 |
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23 | 5,137E-02 | ,151 | 99,823 |
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24 | 2,737E-02 | 8,050E-02 | 99,904 |
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25 | 2,589E-02 | 7,615E-02 | 99,980 |
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26 | 3,815E-03 | 1,122E-02 | 99,991 |
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27 | 1,445E-03 | 4,250E-03 | 99,995 |
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28 | 9,489E-04 | 2,791E-03 | 99,998 |
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29 | 1,871E-04 | 5,502E-04 | 99,999 |
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30 | 1,696E-04 | 4,989E-04 | 99,999 |
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31 | 1,058E-04 | 3,111E-04 | 100,000 |
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32 | 7,759E-05 | 2,282E-04 | 100,000 |
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33 | 5,396E-05 | 1,587E-04 | 100,000 |
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34 | 6,474E-17 | 1,904E-16 | 100,000 |
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Método de extracción: Análisis de Componentes principales. elaborado con spss.v11 |