Thực hiện hai thí nghiệm được mô tả như hình vẽ:
Câu hỏi: Thực hiện hai thí nghiệm được mô tả như hình vẽ: ![](data:image/jpeg;base64,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)
A. Kết tủa xuất hiện đồng thời.
B. Thí nghiệm 2 xuất hiện kết tủa trước.
C. Thí nghiệm 1 xuất hiện kết tủa trước.
D. Không có kết tủa xuất hiện.
Câu hỏi trên thuộc đề trắc nghiệm
Đề kiểm tra 45 phút môn Hóa học 10 Chương 7