Cho vectơ \(\overrightarrow {AB} \) như hình vẽ. t...
Câu hỏi: Cho vectơ \(\overrightarrow {AB} \) như hình vẽ. tọa độ của vectơ \(\overrightarrow {AB} \) là![](data:image/png;base64,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)
A. (3;2)
B. (-2;3)
C. (-3;-2)
D. (-1;0)
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi thử THPT QG năm 2019 môn Toán Trường THPT Chuyên Thoại Ngọc Hầu lần 1