Thực hiện thí nghiệm như hình vẽ bên. Kết thúc thú...
Câu hỏi: Thực hiện thí nghiệm như hình vẽ bên. Kết thúc thúc nghiệm, trong bình đựng dung dịch AgNO3 trong NH3 xuất hiện kết tủa màu vàng nhạt. Chất X là![](data:image/png;base64,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)
A CaO.
B CaC2.
C Al4C3.
D Ca.
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi chính thức THPT QG môn Hóa năm 2018 - Mã đề 210 (Có lời giải chi tiết)