Trong hình dưới đây, điểm B là trung điểm...
Câu hỏi: Trong hình dưới đây, điểm B là trung điểm của đoạn thẳng AC. Khẳng định nào sau đây là đúng?![](data:image/png;base64,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)
A. \(ac=b^2\)
B. \(ac=2b^2\)
C. \(a+c=2b\)
D. \(ac=b\)
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi thử THPT QG năm 2019 môn Toán Trường THPT Chuyên Hưng Yên lần 3