Cho đường tròn lượng giác gốc A như hình...
Câu hỏi: Cho đường tròn lượng giác gốc A như hình vẽ. Điểm biểu diễn cung có số đo \(\frac{\pi }{2}\) là điểm:![](data:image/png;base64,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)
A. Điểm B'
B. Điểm B
C. Điểm C, điểm F
D. Điểm E, điểm D
Câu hỏi trên thuộc đề trắc nghiệm
Đề kiểm tra 1 tiết Chương 6 Đại số 10 năm 2019 Trường THPT Đoàn Thượng