[線代] linear transformation
supppose that L1:V->W and L2:W->Z are linear transformations and E, F, and G
are ordered bases for V, W, and Z, respectively
show that, if A represents L1 relative to E and F and B represents L2
relative to F and G, then the matrix C=BA represents L2。L1: V->Z
relative to E and G
請問這題應該怎麼證呢?
謝謝!!
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05/27 00:18, , 1F
05/27 00:18, 1F
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