Điểm nào trong hình vẽ bên là điểm biểu diễn số p...
Câu hỏi: Điểm nào trong hình vẽ bên là điểm biểu diễn số phức \(z = - 1 + 2i\) ? 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)
A \(N\)
B \(P\)
C \(M\)
D \(Q\)
Câu hỏi trên thuộc đề trắc nghiệm
Chữa đề minh họa THPTQG của Bộ GD&ĐT - môn Toán - năm 2019