27. Let L(x) = Ax represent a linear transformation from R² to R², where:
A =
What kind of geometry operation is L?
(A) L is the linear operator that rotates each x in R² by 45° in the clockwise direction
(B) L is the linear operator that reflects each vector x in R² about the x1 axis and then rotates it 90° in the counterclockwise direction
(C) L doubles the length of x and then rotates it 30° in the counterclockwise direction
(D) L reflects each vector x about the line x2 = x1 and then projects it onto the x1-axis
(E) L rotates x 270° in the counterclockwise direction
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統計: 尚無統計資料
統計: 尚無統計資料