Bài IV.(3,0 điểm) Cho đường tròn (0), từ điểm A ở bên ngoài đường tròn kẻ 2 tiếp tuyến AB, AC (B và C là các tiếp điểm). Từ điểm M trên cung nhỏ BC kẻ MI, MH, MK lần lượt vuông góc với BC, AC, AB (Ie BC; He AC; Ke AB) a) Chứng minh tứ giác MHCI là tứ giác nội tiếp b) Chứng minh góc MIH = góc MBC và MI? = MH.MK c) Gọi giao điểm của MC với HI là E; MB với KI là F. Chứng minh EF vuông góc với MI giải giúp ý 1 câu b với

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