複選題20.Consider the linear mapping L:V - W. Let be the zero vectors in V and W, respectively. Which of the following statements are true? (A) The condition L(V1) = L(V2) implies V1 = V2. (B) For any w ∈ W, there exists v ∈ V such that L(V) = W. (C) If L is one-to-one, then L(V) = impliesv = (D) IfV1,V2,..., are linearly independent, L(V1), L(V2),.., are also linearly independent. (E) The condition G1V1:+C2V2+...+= implies c1L(V1)+c2L(V2)+⋯..+=