Các hình vẽ sau mô tả một số phương pháp thu khí t...
Câu hỏi: Các hình vẽ sau mô tả một số phương pháp thu khí thường tiến hành ở phòng thí nghiệm. Cho biết từng phương pháp (1), (2), (3) có thể áp dụng để thu được khí nào trong các khí sau: O2, N2, Cl2, HCl, NH3, SO2?![](data:image/jpeg;base64,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)
A (1) thu O2, N2; (2) thu SO2 Cl2; (3) thu NH3, HCl.
B (1) thu O2, HCl; (2) thu SO2, NH3; (3) thu N2 Cl2.
C (1) thu NH3; (2) thu HCl, SO2, Cl2; (3) thu O2, N2.
D (1) thu NH3, N2, Cl2; (2) thu SO2; (3) thu O2, HCl.
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi thử THPT Quốc Gia lần 3 môn Hóa năm 2015 - Trường THPT Chuyên Vinh