题目内容
如\[\left| {\begin{array}{*{20}{c}} {{a_{11}}}&{{a_{12}}}&{{a_{13}}}\\ {{a_{21}}}&{{a_{22}}}&{{a_{23}}}\\ {{a_{31}}}&{{a_{32}}}&{{a_{33}}} \end{array}} \right| = 2\]，则\[\left| {\begin{array}{*{20}{c}} {2{a_{11}}}&{2{a_{12}}}&{2{a_{12}} - 2{a_{13}}}\\ {2{a_{21}}}&{2{a_{22}}}&{2{a_{22}} - 2{a_{23}}}\\ {2{a_{31}}}&{2{a_{32}}}&{2{a_{32}} - 2{a_{33}}} \end{array}} \right| = ,\left| {\begin{array}{*{20}{c}} {2{a_{11}}}&{{a_{21}} - 3{a_{11}}}&{{a_{21}} - {a_{31}}}\\ {2{a_{12}}}&{{a_{22}} - 3{a_{12}}}&{{a_{22}} - {a_{32}}}\\ {2{a_{13}}}&{{a_{23}} - 3{a_{13}}}&{{a_{23}} - {a_{33}}} \end{array}} \right| = ,\left| {\begin{array}{*{20}{c}} 0&0&0&2\\ {{a_{11}}}&{{a_{21}}}&{{a_{31}}}&1\\ {{a_{12}}}&{{a_{22}}}&{{a_{32}}}&2\\ {{a_{13}}}&{{a_{23}}}&{{a_{33}}}&3 \end{array}} \right| = \]分别等于（ ）
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