Khi thực hiện thí nghiệm về tính tan trong nước củ...
Câu hỏi: Khi thực hiện thí nghiệm về tính tan trong nước của hiđro clorua (hình dưới)![](data:image/png;base64,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)
A. hiđro clorua tan tốt trong nước tạo ra dung dịch có tính axit.
B. hiđro clorua khó tan trong nước tạo ra dung dịch có tính axit.
C. hiđro clorua tan tốt trong nước tạo ra dung dịch có tính bazơ.
D. hiđro clorua vừa phải trong nước tạo ra dung dịch có tính axit.
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi KSCL môn Hóa lớp 10 lần 2 năm 2019 - Trường THPT Yên Lạc 2, Vĩnh Phúc