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討論串[線代] linear transformation
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在寫功課的時候遇到瓶頸.... 找了好久找不到linear transformation是symmetric的定義.... 雖然知道linear transformation和matrix是isomorphism的關係(有錯麻煩指正^^"). 但實在不知道怎麼回答功課的問題. 題目是. V: n-d
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Let T: P3 ---> P3 be the linear transformation satisfying. T(1)=x+1 T(x)=x^2-1 T(x^2)=3x+2. Determine T(ax^2+bx+c), where a,b,c are arbitrary real num
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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 represe
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You can verify it by the definition of "linear" transformation.. Given f,g in C[0,1], a in |R^1. L(af+g) = (af+g)(0) = (af)(0) + g(0) = af(0) + g(0) =
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