chuyên đề bài tập hóa lớp 8

... Bài tập 1: Hoà tan hoàn toàn 16 .8 gam sắt kim loại vào dung dịchAxit HCl. Tính thể tích khí thu được ở điều kiện tiêu chuẩn và khối lượngmuối thu được.Giải:Theo bài ra ta có:FeFem 16 .8 n ... n.22.4= I. Hệ thống bài tập hoá học:Loại 1. Theo quy tắc hoá trịLoại 2. Bài toán tính theo công thức hoá họcLoại 3. Tính theo phương trình hoá họcDạng 1: Tính theo phương trình hóa họcDạng 2. ... 0,05 .80 = 7,2 gam4%CuO .100% 50% 8 = = Dạng 2; Bài toán lượng dưKhi hiệu suất phản ứng đạt 100%. Trong các chất tham gia phản ứng thì sau phản ứng vẫn còn dư một chất tham gia.Đối với bài...

... Ca(OH)2. Bài 10: Phân biệt 4 dd sau: Na2CO3; CuSO4; MgCl2; K2S.1113 CHUN ĐỀ BÀI TẬP HĨA HỌC 9Chun đề 1: BÀI TẬP NHẬN BIẾT.A. Nhận biết không hạn chế thuốc thử.A.1: Phương pháp.A.2: Bài ... CHẤT.Chun đề 6: TOÁN LIÊN QUAN ĐẾN NỒNG ĐỘ DUNG DỊCH.Chun đề 7: TÌM TP% CỦA CÁC CHẤT TRONG HH.Chun đề 8 : TOÁN LIÊN QUAN ĐẾN CHẤT KHÍ.Chun đề 9: TOÁN LIÊN QUAN ĐẾN HIỆU SUẤT PHẢN ỨNG.Chun đề 10: BÀI ... trước. Hãy xác định nồng độ HCl sau pư?Chun đề 12: CÁC BÀI TỐN CĨ SỬ DỤNG KHỐI LƯỢNG MOL TRUNG BÌNH.* Phương pháp:* Bài tập áp dụng: Bài 1: Hịa tan 2 ,84 g hh 2 muối CaCO3 và MgCO3 bằng dd...

... + (5a/ 68) 32 – (6a/ 68) 18 = 120a / 68 (g)⇒nNO = mNO : 30 = 4a/ 68 (mol) Ta có : mO = mO(NO) + mO(H2O) = (4a/ 68) .16 + (6a/ 68) .16 = 160a/ 68 Mà : mO(O2) = 5a/ 68 .32 = 160a/ 68 (g) ... công thức hóa học của A . Biết A chỉ chứa một nguyên tử nitơ . ( Đề thi HSG LỚP 9 Tỉnh BĐ 02-03 ) Bài giải⇒Trong A không chứa O .⇒Vậy A là hợp chất của N và H . Gọi công thức hóa học của ... của oxit sắt . (Đề HSGiỏi Tỉnh BĐ 04 - 05) Lập công thức hợp chất Bài tập 1 : Đốt cháy hoàn toàn a gam một hợp chất A của Nitơ cần 5a/ 68 mol O2 chỉ thu được NO và 6a/ 68 mol H2O . Xác...

... + 65y ) + 85 x + 136y = 4 ,86 => x + y = (4 ,86 – 2.02) : 71 = 0,04 Bài giảiVậy chất rắn không tan ở TN1 và TN2 chỉ gồm CuO nên phải nặng bằng nhau => mâu thuẫn với đề bài .So ... Trong TN2 có tất cả 16+2=18g Al2O3 tan trong dd KOH . Theo PT ta có :  số mol K2O = ½ số mol KOH tan = 18: 102 (mol)Khối lượng K2O = ( 18: 102 ). 94 = 16,59g . Bài tóan về lượng chất ... .Tính khối lượng mỗi oxit trong hh A . Bài tóan về lượng chất dưCho 2,02g hỗn hợp Mg và Zn vào cốc (1)đựng 200ml dd HCl .Sau phản ứng cô cạn dd được 4 ,86 g chất rắn . Cho 2,02g hỗn hợp Mg...

... khí có 2 thành phần là Nitơ (N2) và Oxi (O2). Nitơ lỏng sôi ở 196oC, còn Oxi lỏng sôi ở 183 oC. Làm thế nào để tách đợc Nitơ ra khỏi không khí?Nguyên tử11.a, Nguyên tử là gì?b, So ... tử Na có nguyên tử khối 23 đvc, số hạt p = 11Nguyên tử O có nguyên tử khối 16 đvc, số hạt p = 8 Nguyên tử H có nguyên tử khối 1 đvc...

... 43,2 (g)Ta có 4,52M= 2,34 288 2+M - 7,2M= 1,17144+M- 17,1M = 2,7M+ 388 ,8 - 14,4M= 388 ,8 M= 4,14 8, 388 = 27(g)M= 27 đó là nhôm (Al)b, Nal = 274,5= 0,2(mol)a) Tỡm CTHH ca nhụm ... Cu còn lại là: 1 28 – 85 ,332 = 42,668g%Cu = 42,6 68 149,333. 100 = 28, 57% ; %CuO = 71,43% Bài 4: a) Đặt kim loại và khối lượng mol nguyên tử của nó là M, hoá trị n. Theo đề bài ta có: 22 ... của KCl ở 80 oC bằng 51g ở 20 oC là 34gĐa: 68g Bài 4. Độ tan của NaNO3 ở 100 oC là 180 g, ở 20 oC là 88 g. Hỏi có bao nhiêu gam NaNO3 kết tinh lại khi hạ nhiệt độ của 84 g dung dịch...

... x 1 08 = 10 ,8 g- Nếu vừa xong cả phản ứng (1) và (2) thì khi đó chất rắn A gồm: 0,1 mol Ag và 0,1 mol Cu mA = 0,1 ( 1 08 + 64 ) = 17,2 gtheo đề cho mA = 15, 28 g ta có: 10 ,8 < 15, 28 < ... 319,8g và dung dịch NaOH 15% cần lấy là295,2g31310 - 8 10 8 8 - 3 m1m2Tài liệu bồi d ỡng học sinh giỏi môn hoá học Chuyên đề 1: Viết phơng trình hoá họcI/ Phản ứng vừa có sự thay ... + 18. 0,03 => x = 10,33 gam Bài toán 2: Cho 7 ,8 gam hỗn hợp kim loại Al và Mg tác dụng với HCl thu đợc 8, 96 lít H2 (ở đktc). Hỏi khi cô cạn dung dịch thu đợc bao nhiêu gam muối khan.Bài...

... lợng sắt chứa 1kg e . Bài 3:Nguyên tử oxi có 8 p trong hạt nhân.Cho biết thành phần hạt nhân của 3 nguyên tử X,Y ,Z theo bảng sau:Nguyên tử Hạt nhân X 8p , 8 nY 8p ,9n Z 8p , 10 nNhững nguyên ... trên,A. quì tím B. dung dịch phenolphthaleinC. dung dịch AgNO3D. tất cả đều sai chuyên đề 8 dung dịchL u ý khi làm bài tập: 1. Sự chuyển đổi giữa nồng độ phần trăm và nồng độ molã Công thức ... các muối tạo thành. Đáp số: a) 28 gam Fe và 32,5 gam kẽm b) 22,4 lít c)2FeClm= 63,5gam và2ZnClm= 68 gam Chuyên đề 7 :Oxi- hiđro và hợp chất vô cơ Bài 1:Có 4 bình đựng riêng các khí...

... là.gmFeSO24, 18 100 84 4,14 .88 ,1224==Lợng muối sắt bị kết tinh là : gmFeSO7 68, 1210070.24, 18 4==0,5đGọi CTPT của tinh thể muối là : FeSO4.nH2OTheo bài ra ta có : 352,23152 181 52.7 68, 12 ... x16 = 6,4 gam Vậy m = 28, 4 + 6,4 = 34 ,8 gamFexOy +y H2 xFe+ y H2O 0,4mol 0,4molb/ mFe = 59,155 x 28, 4= 16 ,8 gam=>Khối lợng oxi là mO = 34 ,8 16 ,8 = 18 gamGọi công thức oxit ... = 80 (0,5 điểm) Giaiû phương trình trên ta có : a = 465g (1,0 điểm)Trờng THCS Phù lÃngNăm học 2007 20 08 *** 0O0 *** Đề chính thứcĐáp án Đề thi chọn HSG dự thi cấp huyệnMôn: Hoá học lớp 8. Thời...

... src="data:image/png;base64,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 984 OkGYCgihUKhKh9YNpvdvn37R7en0+kQQjKZ/Pa3v11XVzf4G0ylUh/deOrUqZ6enng83tLSMuA3MBrHe/sXTzwef/311+/qxQMAIYRotT6wT37yk2vXrr1p449+9KPiP5wbNmyYMWPGXd3gR2+tmAUhhI0bNy5evNiLaSgGHO/Fixd7enqWL 18+ zOMd8MXTV13PPffc3b54ACBU8b6uAR07dux73/vezp07Y7HY0G8tm82+8sorpbo1bpLL5bZs2dLc3JxIJCrh/rS3t 588 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 488 8sjBgwflF1BRIoVCwRSgmv8nj0T6f933v3ypvp42bdpnP/vZEEImk+nu7p40adKOHTt27959091Yvnz5G2+8Uab7EEK477775s+f3/efxZ+VSCQOHTq0dOlSLwNAdQFld/r06eH5QYcOHTpy5MjOnTt37NgxadKkmy596623rl+/PmyPetmyZYlEYs+ePU8//bTXAKC6gOrR29v7jW 984 5lnnpk6dWolhGYmk9FbgOoCABiLrKYHAFBdAACqCwAA1QUAoLoAAFQXAACqCwBAdQEAoLoAAFQXAIDqAgBAdQEAqC4AAFQXAIDqAgBQXQAAqC4AANUFAKC6AABQXQAAqgsAANUFAKC6AABUFwAAqgsAQHUBAKC6AABUFwCA6gIAQHUBAKguAABUFwCA6gIAUF0AAKguAADVBQCgugAAUF0AAKoLAADVBQCgugAAVBcAAKoLAEB1AQCgugAAVBcAgOoCAEB1AQCoLgAA1QUAgOoCAFBdAACoLgAA1QUAoLoAAFBdAACqCwAA1QUAoLoAAFQXAACqCwBAdQEAoLoAAFQXAIDqAgBAdQEAqC4AANUFAIDqAgBQXQAAqC4AANUFAKC6AABQXQAAqgsAANUFAKC6AABUFwAAqgsAQHUBAKC6AABUFwCA6gIAQHUBAKguAADVBQCA6gIAUF0AAKguAADVBQCgugAAUF0AAKoLAADVBQCgugAAVBcAAKoLAEB1AQCoLgAAVBcAgOoCAEB1AQCoLgAA1QUAgOoCAFBdAACoLgAA1QUAoLoAAFBdAACqCwAA1QUAoLoAAFQXAACqCwBAdQEAqC4AAFQXAIDqAgBAdQEAqC4AANUFAIDqAgBQXQAAqC4AANUFAKC6AABQXQAAqgsAANUFAKC6AABUFwAAqgsAQHUBAKguAABUFwCA6gIAQHUBAKguAADVBQCA6gIAUF0AAKguAADVBQCgugAAUF0AAKoLAEB1AQCgugAAVBcAAKoLAEB1AQCoLgAAVBcAgOoCAEB1AQCoLgAA1QUAgOoCAFBdAACoLgAA1QUAoLoAAFBdAACqCwBAdQEAoLoAAFQXAACqCwBAdQEAqC4AAFQXAIDqAgBAdQEAqC4AANUFAIDqAgBQXQAAqgsAANUFAKC6AABQXQAAqgsAQHUBAKC6AABUFwAAqgsAQHUBAKguAABUFwCA6gIAQHUBAKguAADVBQCA6gIAUF0AAKoLAADVBQCgugAAUF0AAKoLAEB1AQCgugAAVBcAAKoLAEB1AQCoLgAAhiJqBNxKPp//27/926p8aKlUyvMLgOqiUjQ3N//1X//14sWLVRcAqC7K6J133mlubhYoAFASkUKhYAoM/OKIRDo7O+vq6owCAIbOanoGls1mQwjxeNwoAEB1UUY9PT0hhJqaGqMAANVFGXV1dTU2NpoDAKguyqutra0q/3oRAFQXleXUqVMzZswwBwBQXZRRPp/v6emZM2eOUQCA6qKMrl69GkJIJBJGAQCqizLq6OhIJpPmAACqi/K6fPnysmXLzAEAVBfldebMmYULF5oDAJSQMwIx0MvCuYAAoNTs6+JmxXMBOWwEAKguyuvSpUshhFgsZhQAoLooo+7ubucCAgDVRdk5FxAAqC6Gg3MBAYDqouycCwgAVBellMlk6uvrv/a1r2Uymf7bnQsIAFQXpZHP51OpVG1t7Sc/+cnf+73fe/HFF/tf6lxAAKC6KI1oNDpr1qwrV6 786 Z/+aQghnU7ncrm+S50LCABUFyWza9euRCKxcOHCeDweQjh69GjfRc4FBACqixKLRqPPPfdcCOFrX/ta38YTJ044bAQAlIPzMI5p2Wx2ypQpIYTiWReL//n++ +87 MD0AlJx9XWNaTU3NypUrQwjf+ta3QgiXLl2Kx+OSCwBUF6W3Z8+eEMLLL7+cy+XOnz+/fPlyMwEA1UXp9V9T39HRYVEXAKguyqL/mvpTp049/PDDZgIA5WA1PT9dUx9CuHLligPTA0A52NfFT9fUB+cCAoCysa+LEELo6ur6/ve/P2PGjHnz5pkGAKguAIDRyieMAACqCwBAdQEAoLoAAFQXAIDqAgBAdQEAqC4AAFQXAIDqAgBQXQAAqC4AANUFAIDqAgBQXQAAqgsAANUFAKC6AABUFwAAqgsAQHUBAKC6AABUFwCA6gIAQHUBAKguAABUFwCA6gIAUF0AAKguAADVBQCA6gIAUF0AAKoLAADVBQBQeaJGQBVLpVLpdNocGFBjY2Nra6s5AMMmUigUTIFqlc1mc7mcOTCgWCxWU1NjDoDqAgCoKtZ1wU+9+uqrkWqUSqXueSa//du/bSAAJWFfF/T7/yES+ed//udf+qVfqrLHdc8fpWWz2SlTprz55pv333+/gQAMkdX08BOZTCaEsGTJklgsZhpFPT09IYTPfe5zRgEwdD5hhJ949913QwiSq7+urq7GxkZzAFBdUErnz59XGDdpa2ubNWuWOQCoLiiljo6OxYsXm0N/Fy9eXLBggTkAqC4opVOnTs2YMcMc+uTz+c7Ozjlz5hgFgOqCUhZGT0+Pwujv6tWrIYQHH3zQKABUF5S4MBKJhFH0efvtt5PJZDTqL50BVBeUTkdHRzKZNIf+vve9 782 dO9ccAFQXlNLly5eXLVtmDv2 988 47a9euNQcA1QWldObMmYULF5pDf+l0uq6uzhwAVBeU0okTJxRGf9lsNoQQj8eNAkB1QYkLw2Ej+iueC8jJCgFUF5TSpUuXgnMB/SznAgJQXVB63d3dCuMmzgUEoLqgLIXhXEA3OXXqlHMBAaguKH1hWNTVnyP1A6guUBjDwbmAAFQXlKswnAuov+KR+p0LCEB1wT1qb2+/VWGYSX+XL192LiAA1QX3IpPJpFKpJUuWPPPMM7lc7qbCGJvnAurq6komk 48/ /vjGjRvz+Xz/i86cOeNcQACqC+4lL2pra0MIc+bMOXjw4KuvvnpTYYzBcwG1trYmk8lf//Vf/9GPfvR3f/d3 586 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 588 vX77cHABAdVFeHR0d1tEDgOqi7E6dOjVjxgxzAADVRRnl8/menp45c+YYBQCoLsro6tWrIQTHjAAA1UV5dXR0JJNJcwAA1UV5Xb58edmyZeYAAKqL8jpz5szChQvNAQCGwhmBGMSrJBLp7Oysq6szCgC4Z/Z1cQfZbDaEEI/HjQIAVBdl1NPTE5yBEQBUF+XW1dXV2NhoDgCguiivtra2WbNmmQMAqC7K6+LFizNnzjQHABgif8PInV4ikciVK1ccmB4Ahsi+Lm4nk8mEEB 588 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 786 depUdxXVBQBAyfiEEQBAdQEAqC4AAFQXAIDqAgBQXQAAqC4AANUFAIDqAgBQXQAAqgsAANUFAKC6AABQXQAAqgsAQHUBAKC6AABUFwCA6gIAQHUBAKguAABUFwCA6gIAUF0AAKgugNEtEolEIhFzANUFAIDqAgBQXQAAqC4AgDFfXb29vS +88 EJ3d/fYfA7eeuutpqam3t5eL0cAqGKRQqEwnD+vqalpwO2HDh3KZDKbN29ubm6eOnVqtY67u7v70KFDH92+Z8+eyZMn/+Ef/uFXvvIVL0qo/nfeSCSEMMxvv8CIiw7zz5s2bdqA22/cuLFu3boNGzZUcXKFECZMmPDRCfzP//zPfffd99RTT61Zs8YrEqCscrlcLBYzB0bmN65K+GWrt7f3woULS5cuHZvPwVtvvTV58uTp06d7OcJYeee1r2vk7Nu3r6Ojo7m5OZFImAZjsboAVBfDI5fLTZw4MYTQ2Niovcoqm80eP3 584 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 /84 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 /81 atX7/httbW1xS8aGxubm5sTiYTRlUMul1u8ePGBAwcaGhpMQ3UBqK6qkslk+opq8LZt2/bSSy+ZXjmkUql0Op1MJrWX6gJQXVUll8sdPXr0jt+2c+fOnp6eEEI8Hm9padm4cWM0GjW9e9Pe3r5///5bXXrx4sXOzs7i19orDP8ZgQCgTGKxWCqVuv33ZLPZnp4evVUq3d3d6XR6MN957dq17u7uMV5d9nUBDPs7r31dI2fv3r3333//s 88+ 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 78+ Oeffz4aLVksqS4ARr0BPzjr7e291UVj0IULF0II169fH9nkWrt27dq1az+6/Tvf+c6kSZMqZ1zFFV0TJkwoYXKpLgCq1qRJkyRXn5MnTyaTyQkTJoyWaB5ZbW1tK1aseOCBB0p7s44cAQDV78iRI 489 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 781 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 588 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 /85 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ÊN ... src="data:image/png;base64,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 984 OkGYCgihUKhKh9YNpvdvn37R7en0+kQQjKZ/Pa3v11XVzf4G0ylUh/deOrUqZ6enng83tLSMuA3MBrHe/sXTzwef/311+/qxQMAIYRotT6wT37yk2vXrr1p449+9KPiP5wbNmyYMWPGXd3gR2+tmAUhhI0bNy5evNiLaSgGHO/Fixd7enqWL 18+ zOMd8MXTV13PPffc3b54ACBU8b6uAR07dux73/vezp07Y7HY0G8tm82+8sorpbo1bpLL5bZs2dLc3JxIJCrh/rS3t 588 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 488 8sjBgwflF1BRIoVCwRSgmv8nj0T6f933v3ypvp42bdpnP/vZEEImk+nu7p40adKOHTt27959091Yvnz5G2+8Uab7EEK477775s+f3/efxZ+VSCQOHTq0dOlSLwNAdQFld/r06eH5QYcOHTpy5MjOnTt37NgxadKkmy596623rl+/PmyPetmyZYlEYs+ePU8//bTXAKC6gOrR29v7jW 984 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 786 Z/+aQghnU7ncrm+S50LCABUFyWza9euRCKxcOHCeDweQjh69GjfRc4FBACqixKLRqPPPfdcCOFrX/ta38YTJ044bAQAlIPzMI5p2Wx2ypQpIYTiWReL//n++ +87 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 782 dO9ccAFQXlNLly5eXLVtmDv2 988 47a9euNQcA1QWldObMmYULF5pDf+l0uq6uzhwAVBeU0okTJxRGf9lsNoQQj8eNAkB1QYkLw2Ej+iueC8jJCgFUF5TSpUuXgnMB/SznAgJQXVB63d3dCuMmzgUEoLqgLIXhXEA3OXXqlHMBAaguKH1hWNTVnyP1A6guUBjDwbmAAFQXlKswnAuov+KR+p0LCEB1wT1qb2+/VWGYSX+XL192LiAA1QX3IpPJpFKpJUuWPPPMM7lc7qbCGJvnAurq6komk 48/ /vjGjRvz+Xz/i86cOeNcQACqC+4lL2pra0MIc+bMOXjw4KuvvnpTYYzBcwG1trYmk8lf//Vf/9GPfvR3f/d3 586 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 588 vX77cHABAdVFeHR0d1tEDgOqi7E6dOjVjxgxzAADVRRnl8/menp45c+YYBQCoLsro6tWrIQTHjAAA1UV5dXR0JJNJcwAA1UV5Xb58edmyZeYAAKqL8jpz5szChQvNAQCGwhmBGMSrJBLp7Oysq6szCgC4Z/Z1cQfZbDaEEI/HjQIAVBdl1NPTE5yBEQBUF+XW1dXV2NhoDgCguiivtra2WbNmmQMAqC7K6+LFizNnzjQHABgif8PInV4ikciVK1ccmB4Ahsi+Lm4nk8mEEB 588 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 786 depUdxXVBQBAyfiEEQBAdQEAqC4AAFQXAIDqAgBQXQAAqC4AANUFAIDqAgBQXQAAqgsAANUFAKC6AABQXQAAqgsAQHUBAKC6AABUFwCA6gIAQHUBAKguAABUFwCA6gIAUF0AAKgugNEtEolEIhFzANUFAIDqAgBQXQAAqC4AgDFfXb29vS +88 EJ3d/fYfA7eeuutpqam3t5eL0cAqGKRQqEwnD+vqalpwO2HDh3KZDKbN29ubm6eOnVqtY67u7v70KFDH92+Z8+eyZMn/+Ef/uFXvvIVL0qo/nfeSCSEMMxvv8CIiw7zz5s2bdqA22/cuLFu3boNGzZUcXKFECZMmPDRCfzP//zPfffd99RTT61Zs8YrEqCscrlcLBYzB0bmN65K+GWrt7f3woULS5cuHZvPwVtvvTV58uTp06d7OcJYeee1r2vk7Nu3r6Ojo7m5OZFImAZjsboAVBfDI5fLTZw4MYTQ2Niovcoqm80eP3 584 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 /84 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 /81 atX7/httbW1xS8aGxubm5sTiYTRlUMul1u8ePGBAwcaGhpMQ3UBqK6qkslk+opq8LZt2/bSSy+ZXjmkUql0Op1MJrWX6gJQXVUll8sdPXr0jt+2c+fOnp6eEEI8Hm9padm4cWM0GjW9e9Pe3r5///5bXXrx4sXOzs7i19orDP8ZgQCgTGKxWCqVuv33ZLPZnp4evVUq3d3d6XR6MN957dq17u7uMV5d9nUBDPs7r31dI2fv3r3333//s 88+ 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 78+ Oeffz4aLVksqS4ARr0BPzjr7e291UVj0IULF0II169fH9nkWrt27dq1az+6/Tvf+c6kSZMqZ1zFFV0TJkwoYXKpLgCq1qRJkyRXn5MnTyaTyQkTJoyWaB5ZbW1tK1aseOCBB0p7s44cAQDV78iRI 489 9tiCBQuMYjDS6fSv/MqvlHyRmeoCgCpXXNRVU1PzyCOPmMYdFRd1hRBmz56tugCAu1Bc1DVu3LgKXEdfgcq0qEt1AUD1q+RFXRWoTIu6VBcAVL/ioq6HH37YKAYjnU6vWrWqHEcOU10AUM36FnVVztGwKllxUdeHH35Y8kVdqgsAqlzfoq5YLGYad9R37sWSL+pSXQBQ5SzquittbW2f//zn77///nLcuOoCgGpmUdddSafT8+bNK9PpIFUXAFQti7ruSlkXdakuAKiSXNi+fXs+n79pu0VdA+rq6hpwXGVd1BWchxEARrVcLrdly5Z0Oh1C+N///d99+/b1v9Siro/m6Ysvvlgc1y/8wi9s27at/6VlXdQV7OsCgFGtpaVl9erVxRNI79+/v6urq/+lR44cWbFihUVdfV577bXGxsYNGzaEELZv39538p+isi7qUl0AMLrt2rXrYx/72Fe/+tXibpsVK1b0fXBWXNT1cz/3cxZ13TSuv/mbv1m5cmUI4dd+7df6xlXuRV2qCwBGvVQqFYvFWlpa4vF4NpvduXNncXtxUVc+n7eoq 781 a9bEYrHW1tYQwttvv/0Xf/EXxe3lXtSlugCgSkSj0ddffz2E8PLLLxc/Z7So6zZqamoOHz4cQti6dWtxL1e5F3WpLgCoHnV1dcXPGVetWpXP54uLulasWGEyA0qlUsXPGR9//PF8Pl/uRV2qCwCqSvFzxh/+8IerV6+2qOuOip8zdnV1rV69OpR5UZfqAoCq0vc544kTJ4JFXXdSU1Pz3e9+t29coZyLulQXAFSbvs8Z6+rqLOq6ozVr1jQ2NoYQyr2oKzhKKgBUn5aWlqtXr8ZiMYu6BuPgwYO5XO5Tn/rU2rVry/qD7OsCgGoTjUaPHDkyY8YMi7oGIxaLHT16dMaMGYlEoqw/KFIoFIwbYDhFIpEQgrdfGGvs6wIAUF0AAKoLAADVBQCgugAAVBcAAKoLAEB1AQCgugAAVBcAgOoCAEB1AQCoLgAAKr668vl8a2trPp/3DAEAqquMotFoW1vbQw89pL2GQS6XMwQAKLdIoVAY/p+azWbv+C99W1vb1q1bQwjxeLylpWXjxo3RaNQTVg779u3r6Ohobm5OJBKmAcPxzhuJhBBG5O0XGHPVlUql0un0XV0lHo+//vrrdXV1nrOSy+VyEydODCE0NjZqL1BdQFVVV3t7e3d39+2/5/Lly7t37y5+nUwmDxw40NDQ4AkbSune5tJTp0719PQUv9ZeoLqAchiZz+waGhrumFB79+7VWyV0tzsXAYBqqK47yufzZ86cOXv2rN4qldv8Vu0TRoAqcPvPNPq0traO2RHlcrktW7aM4JQqtLqi0ejx48f9LzQ8jh49mkwmjx49qreAatLb2/ud73zn6aefHgsPNpPJpNPpxx9/fDDfOZzv9m+99db169eXLl1aCVO6cOHCyE7JXwUSVq1aNcjfkAAq08GDBwfc3tLS8uKLLz7zzDPPP//8Aw88UMUT6OjoiMfjixYt+vznPz9S9+G9995ra2v76Pbf+q3fevTRR7/61a+uXbt2ZKd08uTJlStXjuCUVBehpqbGEIBR7b/+678G3P7hhx9OmDAhkUhUd3KFENra2p 588 snPfOYzI/ipxY0bNwZ8IgqFwqRJkyrhKARHjhxpbGx89NFHR2pKEX9EAzDc77z+hnFY9Pb2fuMb3+j7c/gqls/nx48f/yd/8idPPvlkpa0VOX369PXr19evXz/i96S4iHn//v1PP/10LBYbkftgXxcA1WnSpEljIblCCP/+7/8eQshmsxW4PLdCVnSFEC5cuBBCuHbt2kglV3D2awAY7U6fPh2Px0cwJkaF4qKuceNGsnxUFwCMbkePHn3iiSdmzpxpFLdx5MiRRx99dMWKFaoLALgX+Xz+xIkTM2bMWLx4sWncSi6X6+zs/PjHPz5v3jzVBQDci0pe1FU5iou6fvzjH4/s57CqCwBGMYu6BqMSFnWpLgAY3SzqGoxKWNSlugBgFLOoazAqZFGX6gKAUcyirsGokEVdqgsARjGLugajQhZ1qS4AGMUs6hqMClnUpboAoNJlMplUKrVv376btlvU1V9XV1d9ff2xY8du2l45i7pUFwBUrlwul0qlFi1alE6nt27dmslk+l9aXNSVz+fH+KKubDabSqWSyWRnZ+cXvvCFXC7X/9LKWdSlugCgoq1evfrrX//6jBkzQgjr1q3rf1FxUdfEiRO16erVq3fv3v2Zz3zmv//7v7 /85 S/3v7S4qOuBBx6ohLsaKRQKXtMAw/rOG4mEELz9MhjZbLb4xZQpU0IIhw8fTqVSxS2rVq36xV/8xbVr165Zs2aMTymTydTU1GSz2dra2hDCd7/73b6Z1NfXb9iw4Yknnqirqxvx+2lfFwBUrpr/d/jw4RDCpk2bih3Wt6jrkUceMaVEIhGLxRKJxDe/+c0QwubNm4ufM/Yt6po9e3Yl3E/VBQCjQCqVWrlyZQihsbEx9FvUVVNTYzh9nn322WQymc1mt2zZEv5/UdcnPvGJaDSqugCAwWptbQ0hnDx5srW11aKuAUWj0aNHj4YQ0un0sWPHKudIXaoLAEaT/p8zHjx48Iknniiusqe/vs8Zf/M3f7N4pK6lS5eqLgDg7qRSqeLRPjs7Oy3qupVnn322rq7uhz/8YUUt6lJdADDKpNPp4hcWdd1KNBr9h3/4h+LXlbOoS3UBwChTU1PT2dm5YcOGCRMmmMatJBKJs2fPfuELX6ioe+V4XQDD/s7reF0MWS6X+6d/+qcnn3zSKG6ju7s7l8vNmTNHdQGoLmAM8QkjAIDqAgBQXQAAqC4AANUFAKC6AABQXQAAqgsAANUFAKC6AABUFwAAqgsAQHUBAKC6AABUFwCA6gIAQHUBAKguAADVBQCA6gIAUF0AAKguAADVBQCgugAAUF0AAKoLAADVBQCgugAAqlmkUCiYAgBAudnXBQCgugAAVBcAAKoLAEB1AQCoLgAAVBcAgOoCAEB1AQCoLgAA1QUAgOoCAFBdAACoLgAA1QUAoLoAAFBdAACqCwBAdQEAoLoAAFQXAACqCwBAdQEAqC4AAFQXAIDqAv6vnTt2hf+PAzj+Vjc5gwwSA4OZTBIlxSJlU8dkNTAYlOnOYLOxKLFcZruS4v4AZVDqDESuLO4GnbrvoJ9B/Xzdx+e+9/H9Ph7j1V2ve7/fd5+nDwEA1QUAoLoAAFQXAACqCwBAdQEAoLoAAFQXAIDqAgBAdQEAqC4AANUFAIDqAgBQXQAAqC4AANUFAKC6AABQXQAAqgsAANUFAKC6AABUFwAAqgsAQHUBAKguAABUFwCA6vqoUqmcn58n5I29vr4mZ5gQws3NTaVSMQMAqK4YpNPppaWlwcHBJOROKpXKZrMJGeZNW1vbxsZGc7snCTN8iGOTJHYSIxnmLzs20HzFYrERL5vJZGr1yOfzjXuPk5OT1Wq1rnkauuZnZ2dfn6RBG3RxcVFLgEwmk8/n692dRhgYGEjIJLlcLpfLlcvlWmIkcKTJycmE7FetVjs7O8tkMsViMQnDJOckLy8v5/P5RB0baLqWarV6e3sb17V8ZGQkhLC3tzc9PV3XEyuVSqlUijcsZmdnHx8ft7a25ubmUqlUXc+9ubmJd5i7u7uxsbFMJrO5udnX11fXz4txbVChUFhYWIgwQwihVCqtrKzEHn+Xl5cXFxddXV0RtqlSqRwdHcU1yf7+CHUYÊN ... src="data:image/png;base64,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 984 OkGYCgihUKhKh9YNpvdvn37R7en0+kQQjKZ/Pa3v11XVzf4G0ylUh/deOrUqZ6enng83tLSMuA3MBrHe/sXTzwef/311+/qxQMAIYRotT6wT37yk2vXrr1p449+9KPiP5wbNmyYMWPGXd3gR2+tmAUhhI0bNy5evNiLaSgGHO/Fixd7enqWL 18+ zOMd8MXTV13PPffc3b54ACBU8b6uAR07dux73/vezp07Y7HY0G8tm82+8sorpbo1bpLL5bZs2dLc3JxIJCrh/rS3t 588 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 488 8sjBgwflF1BRIoVCwRSgmv8nj0T6f933v3ypvp42bdpnP/vZEEImk+nu7p40adKOHTt27959091Yvnz5G2+8Uab7EEK477775s+f3/efxZ+VSCQOHTq0dOlSLwNAdQFld/r06eH5QYcOHTpy5MjOnTt37NgxadKkmy596623rl+/PmyPetmyZYlEYs+ePU8//bTXAKC6gOrR29v7jW 984 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 786 Z/+aQghnU7ncrm+S50LCABUFyWza9euRCKxcOHCeDweQjh69GjfRc4FBACqixKLRqPPPfdcCOFrX/ta38YTJ044bAQAlIPzMI5p2Wx2ypQpIYTiWReL//n++ +87 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 782 dO9ccAFQXlNLly5eXLVtmDv2 988 47a9euNQcA1QWldObMmYULF5pDf+l0uq6uzhwAVBeU0okTJxRGf9lsNoQQj8eNAkB1QYkLw2Ej+iueC8jJCgFUF5TSpUuXgnMB/SznAgJQXVB63d3dCuMmzgUEoLqgLIXhXEA3OXXqlHMBAaguKH1hWNTVnyP1A6guUBjDwbmAAFQXlKswnAuov+KR+p0LCEB1wT1qb2+/VWGYSX+XL192LiAA1QX3IpPJpFKpJUuWPPPMM7lc7qbCGJvnAurq6komk 48/ /vjGjRvz+Xz/i86cOeNcQACqC+4lL2pra0MIc+bMOXjw4KuvvnpTYYzBcwG1trYmk8lf//Vf/9GPfvR3f/d3 586 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 588 vX77cHABAdVFeHR0d1tEDgOqi7E6dOjVjxgxzAADVRRnl8/menp45c+YYBQCoLsro6tWrIQTHjAAA1UV5dXR0JJNJcwAA1UV5Xb58edmyZeYAAKqL8jpz5szChQvNAQCGwhmBGMSrJBLp7Oysq6szCgC4Z/Z1cQfZbDaEEI/HjQIAVBdl1NPTE5yBEQBUF+XW1dXV2NhoDgCguiivtra2WbNmmQMAqC7K6+LFizNnzjQHABgif8PInV4ikciVK1ccmB4Ahsi+Lm4nk8mEEB 588 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 786 depUdxXVBQBAyfiEEQBAdQEAqC4AAFQXAIDqAgBQXQAAqC4AANUFAIDqAgBQXQAAqgsAANUFAKC6AABQXQAAqgsAQHUBAKC6AABUFwCA6gIAQHUBAKguAABUFwCA6gIAUF0AAKgugNEtEolEIhFzANUFAIDqAgBQXQAAqC4AgDFfXb29vS +88 EJ3d/fYfA7eeuutpqam3t5eL0cAqGKRQqEwnD+vqalpwO2HDh3KZDKbN29ubm6eOnVqtY67u7v70KFDH92+Z8+eyZMn/+Ef/uFXvvIVL0qo/nfeSCSEMMxvv8CIiw7zz5s2bdqA22/cuLFu3boNGzZUcXKFECZMmPDRCfzP//zPfffd99RTT61Zs8YrEqCscrlcLBYzB0bmN65K+GWrt7f3woULS5cuHZvPwVtvvTV58uTp06d7OcJYeee1r2vk7Nu3r6Ojo7m5OZFImAZjsboAVBfDI5fLTZw4MYTQ2Niovcoqm80eP3 584 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 /84 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 /81 atX7/httbW1xS8aGxubm5sTiYTRlUMul1u8ePGBAwcaGhpMQ3UBqK6qkslk+opq8LZt2/bSSy+ZXjmkUql0Op1MJrWX6gJQXVUll8sdPXr0jt+2c+fOnp6eEEI8Hm9padm4cWM0GjW9e9Pe3r5///5bXXrx4sXOzs7i19orDP8ZgQCgTGKxWCqVuv33ZLPZnp4evVUq3d3d6XR6MN957dq17u7uMV5d9nUBDPs7r31dI2fv3r3333//s 88+ 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 78+ Oeffz4aLVksqS4ARr0BPzjr7e291UVj0IULF0II169fH9nkWrt27dq1az+6/Tvf+c6kSZMqZ1zFFV0TJkwoYXKpLgCq1qRJkyRXn5MnTyaTyQkTJoyWaB5ZbW1tK1aseOCBB0p7s44cAQDV78iRI 489 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 781 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 588 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 /85 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ÊN...

... :A /Hóa xanh B /Hóa đỏ C /Hóa vàng D/Không đổi màu Câu 4 : Trong phản ứng : Fe2O3 + 3CO t0 2Fe + 3CO2A/ Fe2O3 là chất khử B/ CO là chất khử C/ CO là chất ôxi hóa D/ Fe là chất ôxi hóa ... khí tronng nước : a) Đều tăng b) Đều giảm 8 A/Nước là chất tan, rượu là dung môi. B/Nước là dung môi, rượu là chất tan.C/Nước và rượu đều là chất tan D/Nước và rượu đều là dung môi. Phần ... : TỰ LUẬN ( 6 điểm ) Bài 1 : (1,5 điểm) Nêu tính chất hóa học của hiđro? viết phương trình minh họa Bài 2 : Hoàn thành các phương trình hóa học sau? Chỉ ra sự khử ,sự oxi hóa nếu có (1,5đ _điểm)CuO...