Cho sơ đồ phản ứng sau
Câu hỏi: Cho sơ đồ phản ứng sau 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)
A. NH3, (NH4)2SO4, NH4NO3, N2O.
B. NH3, N2, NH4NO3, N2O.
C. NH3, (NH4)2SO4, N2, NH4NO2.
D. NH3, (NH4)2SO4, N2, NH4NO3.
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi thử THPT QG môn Hóa lần 1 năm 2019 - Trường THPT Nguyễn Viết Xuân- Vĩnh Phúc