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Gồm 4 đề thi thử THPT quốc gia môn Toán theo cấu trúc của bộ, phù hợp với học sinh TB trở lên. Có đáp án chi tiết. Các em học sinh và quý thầy cô phụ huynh có thể tham khảo. ĐỀ 1 Câu 1 (2,0 điểm). Cho hàm số : a)Khảo sát và vẽ đồ thị (C) của hàm số đã cho. b)Viết phương trình tiếp tuyến của đồ thị (C), biết tiếp tuyến có hệ số góc . c)Tìm điểm M thuộc đồ thị (C) sao cho M cách đều hai tiệm cận của (C). Câu 2 (1,0 điểm). a)Giải phương trình: . b)Giải phương trình: . Câu 3 (0,5 điểm). Tìm tập hợp điểm trong mặt phẳng tọa độ biểu diễn số phức z thỏa mãn:
[...]... 1 ; f '(t ) 2 3 t (t 2) t (t 2) 4 f '(t ) 0 (t 2) 4 81.t 2 t 2 5t 4 0 t 4 ( Do t 1 ) lim f (t ) 0 t Ta có BBT t f ' t 1 + 4 0 - 1 8 f t 0 0 Từ bảng biến thi n ta có 1 max f (t ) f (4) t 4 8 Vậy giá trị lớn nhất của P là 1 , đạt được khi a; b; c 3;1;1 8 “Con đường duy nhất để học toán là làm toán - EuCilde Trang 12 T Nguyễn Xuân Quân... 1 1 (a 1)(b 1)(c 1) 1 2 a12 b 2 c 2 1 1 (a1 1)(b 1)(c 1) (a1 b) 2 (c 1) 2 1 (a1 b c 1) 2 2 2 4 “Con đường duy nhất để học toán là làm toán - EuCilde Trang 11 T Nguyễn Xuân Quân Luyện thi Đại học Đề tự ôn luyện cho kỳ thi quốc gia 2015 Dấu " " a1 b c 1 3 3 a 1 b 1 c 1 a1 b c 3 Ta lại có (a1 1)(b 1)(c 1) 1 3 3...Luyện thi Đại học d I , P Đề tự ôn luyện cho kỳ thi quốc gia 2015 2 6 1 11 14 14 R mp(P) tiếp xúc với mặt cầu (S) tại H (H là hình chiếu vuông góc của I trên ( P)) Giả sử H(x;y;z) Ta có IH cùng phương với vtpt của mp(P) nên ... 3 a 3 Tính: A'H = Vậy d(B;(AB'C')) = 4 4 Câu 7 Ta thấy tứ giác BMHN nội tiếp Suy ra I là trung điểm của BH; B d B(2 2t; t ) Suy ra H (2 2t ; t ) AH (3 2t ; t 4) , BP (2t 1; t 2) Do H là trực tâm của tam giác ABC AH BP 0 (2t 3)(2t 1) (t 4) (t 2) 0 5t 2 10t 5 0 t 1 Suy ra H (0;1), B (4; 1), AH (1; 3) ,đường thẳng BC :... 3 y 7 0 Đường thẳng AC : 2 x y 6 0 Tìm được toạ độ C (5; 4) Câu 8 biến đổi (1) x( x 2 y x 2 x) ( x y ) 0 x yx x2 y x2 x x y 0 ( x y )( x 2 y x 2 x x) 0 Câu 9 Cho ba số thực a, b, c thỏa mãn a 2, b 0, c 0 Tìm giá trị lớn nhất củ a biểu thức: P 1 2 a 2 b 2 c 2 4a 5 Đặt a1 a 2 a1 0 Khi đó: P Ta có: a12 b 2 c 2 1 . src="data:image/png;base 64, iVBORw0KGgoAAAANSUhEUgAABCkAAAZFCAIAAACLPR44AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdcWjU9f/A8dfs6J8rBOtAyOhjpJlhMFAkFw5MB0GhRtNuRn8IhVnRH5J/LJjoHxaBoanQH0EguM1pf5RJIDNdeIIkGRtouHD7Q0g50n88ITjZ 74/ 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