Cho biết phản ứng nào xảy ra trong bình cầu?
Câu hỏi: Cho biết phản ứng nào xảy ra trong bình cầu?![](data:image/png;base64,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)
A. SO2 + Br2 + 2H2O → 2HBr + H2SO4
B. Na2SO3 + H2SO4 → Na2SO4 + SO2 + H2O
C. 2SO2 + O2 → 2SO3
D. Na2SO3 + Br2 + H2O → Na2SO4 + 2HBr
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi giữa HK2 môn Hóa học 10 năm 2021 Trường THPT Nguyễn Công Trứ