1. Có 4 lọ mất nhãn, mỗi lọ đựng...
Câu hỏi: 1. Có 4 lọ mất nhãn, mỗi lọ đựng một trong 4 dung dịch sau: axit axetic, glucozo, rượu etylic, saccarozo. Hãy nhận biết dung dịch đựng trong mỗi lọ bằng phương pháp hóa học, viết các phương trình phản ứng minh họa.2. Viết phương trình phản ứng hoàn thành chuỗi chuyển hóa sau: (ghi rõ điều kiện nếu có)![](data:image/png;base64,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)
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi chính thức vào 10 môn Hóa - Hệ chuyên - THPT Chuyên Lê Quí Đôn - Vũng Tàu năm 2017 - 2018 (có lời giải chi tiết)