Khi nhỏ từ từ đến dư dung dịch HCl vào dung dịch h...
Câu hỏi: Khi nhỏ từ từ đến dư dung dịch HCl vào dung dịch hỗn hợp gồm a mol Ba(OH)2 và b mol Ba(AlO2)2, kết quả thí nghiệm được biểu diễn trên đồ thị bên.![](data:image/png;base64,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)
A. 1: 3.
B. 1: 2.
C. 2: 1.
D. 2: 3.
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi thử THPT QG năm 2018 môn Hóa học THPT Chuyên Sơn La