Dành cho tất cả các thí sinh Viết các phư...
Câu hỏi: Dành cho tất cả các thí sinh Viết các phương trình phản ứng hóa học thực hiện chuỗi phản ứng sau: ![](data:image/jpeg;base64,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)
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi HK1 môn hóa lớp 11 - Sở GD & ĐT tỉnh Đồng Tháp - năm 2016 - 2017 (có lời giải chi tiết)