Cho thí nghiệm như hình vẽ để phân tích hợp chất h...
Câu hỏi: Cho thí nghiệm như hình vẽ để phân tích hợp chất hữu cơ. Hãy cho biết thí nghiệm trên dùng để xác định nguyên tố nào:
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)
A. Xác định H và Cl.
B. Xác định C và N.
C. Xác định C và H.
D. Xác định C và S.
Câu hỏi trên thuộc đề trắc nghiệm
Trắc nghiệm Hóa học 11 Bài 24 Luyện tập Hợp chất hữu cơ, công thức phân tử và công thức cấu tạo