sơ đồ chuyển hóa hữu cơ

... sử dụng sơ đồ chuyển hoá các chất vô cơ và hữu cơ trong dạy-học một hoá học là cần thiết và không thể thiếu với môn hóa học xưa và nay. Sử dụng sơ đồ chuyển hoá các chất vô cơ và hữu cơ có tác ... loại: - Trong chuyển hoá chỉ có chất vô cơ. - Trong chuyển hoá chỉ có các chất hữu cơ. - Trong chuyển hoá có cả chất vô cơ, hữu cơ. Bài tập về sơ đồ chuyển hoá các chất theo mức độ dễ, khó, ... hóa học thi được sơ đồ của phản ứng: H2 + O2 → H2O Tiến hành cân bằng sơ đồ của phản ứng được phương trình hóa học: 2H2 + O2 → 2H2O 3. Sơ đồ chuyển hoá các chất hóa học Sơ...

... sử dụng sơ đồ chuyển hoá các chất vô cơ và hữu cơ trong dạy-học một hoá học là cần thiết và không thể thiếu với môn hóa học xưa và nay. Sử dụng sơ đồ chuyển hoá các chất vô cơ và hữu cơ có tác ... Phương trình hóa học là gì? 2. Sơ đồ chuyển hoá các chất hóa học là gì? Phân tích một số cách biểu diễn về sơ đồ chuyển hoá các chất hóa học. 3. Vai trò của việc sử dụng sơ đồ chuyển hoá trong ... BDTX giáo viên Sử dụng sơ đồ chuyển hoá các chất… Trang 23 CHƯƠNG II VAI TRÒ VÀ Ý NGHĨA CỦA VIỆC SỬ DỤNG SƠ ĐỒ CHUYỂN HOÁ CÁC CHẤT VÔ CƠ VÀ HỮU CƠ TRONG DẠY – HỌC MÔN HÓA HỌC Ở TRƯỜNG THCS...

... sử dụng sơ đồ chuyển hoá các chất vô cơ và hữu cơ trong dạy-học một hoá học là cần thiết và không thể thiếu với môn hóa học xưa và nay. Sử dụng sơ đồ chuyển hoá các chất vô cơ và hữu cơ có tác ... Phương trình hóa học là gì? 2. Sơ đồ chuyển hoá các chất hóa học là gì? Phân tích một số cách biểu diễn về sơ đồ chuyển hoá các chất hóa học. 3. Vai trò của việc sử dụng sơ đồ chuyển hoá trong ... BDTX giáo viên Sử dụng sơ đồ chuyển hoá các chất… Trang 23 CHƯƠNG II VAI TRÒ VÀ Ý NGHĨA CỦA VIỆC SỬ DỤNG SƠ ĐỒ CHUYỂN HOÁ CÁC CHẤT VÔ CƠ VÀ HỮU CƠ TRONG DẠY – HỌC MÔN HÓA HỌC Ở TRƯỜNG THCS...

... gia để tìm chất có trong sơ đồ. Kiểu 3: Sơ đồ hoàn toàn bằng chữ- Dựa vào điều kiện đặc biệt của một phản ứng nào đó trong sơ đồ * Cả 3 kiểu đều lưu ý:- Một số sơ đồ bắt đầu từ phản ứng đầu ... từ phản ứng đầu tiên nếu cho rõ CTCT- Một số sơ đồ đi từ phản ứng có điều kiện đặc biệt để tìm ra chất.- Một số sơ đồ đi từ chất cuối cùng của sơ đồ. 2. Với bài tập điều chế các chất- Bài tập ... GIẢI HOÀN THÀNH SƠ ĐỒ PHẢN ỨNG- ĐIỀU CHẾ CÁC CHẤT 2.1. Một số kỹ năng cần được trang bị cho học sinh 2.1.1. Với bài tập hoàn thành sơ đồ phản ứng- Học sinh cần nắm vững tính chất hóa học của...

... các sơ đồ biến hóa sau: bunasucaobutadienOHHCHCHChshshshs    %80%5052%8042%30623,1 Tính khối lượng etan cần lấy để có thể điều chế được 5,4 kg cao su buna theo sơ đồ ... Câu 12. Cho sơ đồ phản ứng sau: khối lượng tinh bột cần dùng để điều chế được 60 gam axit axetic là: A....

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 Sơ đồ tư duy HÓA HỌC HỮU CƠ 11 & 12-ban KHTN & CƠ BẢN Thầy Trần Thiếu lượng 1 ... Metyl metacrilat CO2 (14b) Phenyl fomat (38b) 2 (101) (102) Thủy tinh hữu cơ Vinyl axetat (103) (104) Poli(vinyl axetat) Poli (ancol vinylic) (105) X ...

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... Một số phản ứng hóa hữu cơ 11 GV: Đinh Thị Hồng Nga Trung tâm BDVH&LTĐH HOA SEN - Q.Tân Bình (08). 38111174 ... CH H O  21. 3 2 2 32CH CHO Br H O CH COOH HBr    Một số phản ứng hóa hữu cơ 11 GV: Đinh Thị Hồng Nga Trung tâm BDVH&LTĐH HOA SEN - Q.Tân Bình (08). 38111174 ... Br NaOH C H OH NaBr   41. 6 5 6 5 212C H OH Na C H ONa H   Một số phản ứng hóa hữu cơ 11 GV: Đinh Thị Hồng Nga Trung tâm BDVH&LTĐH HOA SEN - Q.Tân Bình (08). 38111174...

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... Sơ đồ hoá hữu cơ