Số phức nào dưới đây có điểm biểu diễn trên mặt ph...
Câu hỏi: Số phức nào dưới đây có điểm biểu diễn trên mặt phẳng tọa độ là điểm M như hình bên?![](data:image/png;base64,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)
A. \(z=-1+3i\)
B. \(z=1-3i\)
C. \(z=1+3i\)
D. \(z=3+i\)
Câu hỏi trên thuộc đề trắc nghiệm
Đề kiểm tra 1 tiết Chương 4 Giải tích lớp 12 Trường THPT Vinh Lộc năm học 2017 - 2018