Trong không gian Oxyz, cho 3 điểm M(1;-3;-2), A(1;-1;2); B(-1;-4;1) và mặt cầu (S):$(x-3)^2+(y+4)^2+(z+1)^2=25$; (P) là mp qua M cắt (S) theo giao tuyến là một đg tròn có bán kính nhỏ nhất. Viết pt đt (d) qua B, nằm trong (P) và cách A 1 khoảng lớn nhất

bị xóa vì bị trùng bởi Đức Vỹ 25-10-13 10:56 PM

Câu hỏi này có nội dung hoàn toàn trùng với câu hỏi đã có.

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