Trong phòng thí nghiệm, khí X được điều chế và thu...
Câu hỏi: Trong phòng thí nghiệm, khí X được điều chế và thu vào bình tam giác như hình vẽ bên. Khí X được tạo ra từ phản ứng hóa học nào sau đây? 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)
A
B CH3COONa(r) + NaOH(r) → CH4 + Na2CO3
C Cu + 4HNO3(đặc) → Cu(NO3)2 + 2NO2(k) + 2H2O
D
2A1 + 2NaOH + 2H2O → 2NaA1O2 + 3H2 (k)
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi chính thức THPT QG môn hóa học năm 2017 - Mã đề 210 (có lời giải chi tiết)