đề thi thử môn tóan hay

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... ( 1 điểm ) Tìm số tự nhiên x để: là bình phương của số tự nhiênĐỀ THI THỬ VÀO LỚP 10 THPT NĂM 2008 – 2009 (ĐỀ 4)Thời gian thi 120 phútCâu 1 ( 1 điểm): Giải các hệ phương trình và phương trìnha. ... 4 ( 3 điểm )2 Cho tam giác đều ABC nội tiếp đường tròn tâm (O). Trên cung nhỏ AB lấy điểm M. Trên dây MC lấy điểm N sao cho MB = CN.a. Chứng minh tam giác AMN đềub. Kẻ đường kính BD đường...

... tặng sao cho khi tặng xong mỗi thể lọai còn lại ít nhất 1 quyển Câu 9: Định m để hệ sau có nhiều nghiệm nhất: =+=++−myxyx22111 ĐỀ 11 Câu 1: Cho hàm số 7)1(2)1(24−+++−= mxmxmy ... giác đều S.ABCD có cạnh bên bằng a, góc của mặt bên và đáy là 600.Tính thể tích của hình chóp đã cho. Câu 8: Có bao nhiêu số tự nhiên gồm 6 chữ số khác nhau từng đôi một trong đó nhất thi t ... tròn mà ta sẽ định tâm và bán kính CÂu 6: Cho hình chóp đều S.ABC đỉnh S, chiều cao h và đáy ABC là tam giác đều cạnh a. Tính diện tích thi t diện của hình chóp với mặt phẳng (P) qua AB và vuông...

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... GD &ĐT NGhệ An Phòng GD&ĐT Nghĩa ĐànTrường THCS Nghĩa Lâm ĐỀ VÀ ĐÁP ÁN THI THỬ VÀO LỚP 10 (Năm học 2009 - 2 010) Bài 1. Cho biểu thức : B = x 1 x 1 x x 2x 4 x 8.x 4x 4 x 4 x ... nội tiếp tam giác DEF 6, Gọi I là trung điểm của BC chứng minh OI = 21AHGợi ý giải đề thi môn toán Câu 1 . a, Điều kiện xác định , x>0 ; x ≠ 4 b) B = x 1 x 1 x x 2x 4 x 8.x 4x ... 1800Mà CEH và CDH là hai góc đối của tứ giác CEHD , Do đó CEHD là tứ giác nội tiếp 2. Theo giả thi t: BE là đờng cao => BE AC => BEC = 900.CF là đờng cao => CF AB => BFC =...

... tam giác đều bằng nhau nên là tứ diện đều cạnh bằng a. bacBCDAHEF www.MATHVN.comMATHVN.COM - Toán học Việt Nam Bộ đề thi tự luận- môn Toán Dành cho học sinh lớp 12 ôn thi Đại học- ... - Toán học Việt Nam Bộ đề thi tự luận- môn Toán Dành cho học sinh lớp 12 ôn thi Đại học- Cao đẳng Văn Phú Quốc- GV. Trường Đại học Quảng Nam DĐ: 0982 333 443 ; 0934 825 925 40 Bảng biến thi n: ... được chọn một trong hai phần www.MATHVN.comMATHVN.COM - Toán học Việt Nam Bộ đề thi tự luận- môn Toán Dành cho học sinh lớp 12 ôn thi Đại học- Cao đẳng Văn Phú Quốc- GV. Trường Đại học Quảng...

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... theo a và b. b) Xác định tỷ số ba để hai mặt phẳng )BDA( và (MBD) vuông góc với nhau. 42 Ebook4Me.Net  Phần 4 : CÁC ĐỀ THI TUYỂN SINH ĐẠI HỌC ĐỀ 37 ĐỀ THI ... Caâu V : 1) n = 5 2) vôùi M(72 ; 0), N(0 ; 21) thì MN đạt GTNN và min(MN) = 7. ĐỀ 40 ĐỀ THI ĐẠI HỌC 2003 - MÔN TOÁN KHỐI A (Thời gian làm bài 180 phút) Câu I : (2 điểm) Cho hàm ... chung của OA và BC. 1 Ebook4Me.Net  Phần 1 : CÁC ĐỀ TỰ LUYỆN ĐỀ 1 (Thời gian làm bài 150 phút) BÀI 1 : Cho hàm số : y = – x3 + 3x + 1 (C) 1) Khảo sát sự biến thi n và vẽ đồ thị...

... 02sincossin5)sin21(2cossin4cos43224 = - + - =xxxxxxx Û5+xxx233sin1.2sincos - =0 Ûcot3x–2cot2x+3=0 Û(cotx+1)(cot2x–3cotx+3)=0 ... TRƯỜNGĐHSPHÀNỘI ĐỀ THI THỬĐẠIHỌCLẦNIVNĂM2010TRƯỜNGTHPTCHUYÊN–ĐHSP Môn thi: TOÁN_______________ Thờigianlàmbài:180 phút, không kểthờigianphatđề==========================================Ngày thi: 18–4–2010Cừu1.(2,0điểm).Chohàmsố:y=2x3–3(2m+1)x2+6m(m+1)x+1,trongđómlàthamsố.1. ... giácABCvuôngcântạiA.Biếtrằngcạnhhuyềnnằmtrênđườngthẳngd:x+7y– 31=0,điểmN(7;7) thu cđườngthẳngAC,điểmM(2;3) thu cABvànằmngoàiđoạnAB.2. TrongkhụnggianOxyz,chongthng ù ợ ù ớ ỡ = + - = = D427:ztytx.Gọi...

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