Có 4 viên bi hình cầu bán kính bằng 1cm. Người ta...
Câu hỏi: Có 4 viên bi hình cầu bán kính bằng 1cm. Người ta đặt 3 viên bi tiếp xúc nhau và cùng tiếp xúc với mặt bàn. Sau đó đai 3 viên bi đó lại và đặt 1 viên bi thứ 4 tiếp xúc vởi cả 3 viên bi trên như hình vẽ bên dưới. Gọi O là điểm thuộc bề mặt của viên bi thứ 4 có khoảng cách đến mặt bàn là lớn nhất. Khoảng cách từ O đến mặt bàn bằng![](data:image/png;base64,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)
A \(\dfrac{7}{2}.\)
B \(\dfrac{{6 + 2\sqrt 6 }}{3}.\)
C \(\dfrac{{3 + 2\sqrt 6 }}{3}.\)
D \(\dfrac{{4\sqrt 6 }}{3}.\)
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi thử THPT QG môn Toán trường THPT Lương Văn Tụy - Ninh Bình - lần 1 - năm 2018 (có lời giải chi tiết)