Dựa vào bảng ở hình 4, hãy cho biết ở nhiệt độ -50...
Câu hỏi: Dựa vào bảng ở hình 4, hãy cho biết ở nhiệt độ -500C, chất nào sau đây không tồn tại ở thể rắn?![](data:image/png;base64,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)
A Chì
B Nước
C Ô xy
D Thuỷ ngân
Câu hỏi trên thuộc đề trắc nghiệm
Đề kiểm tra học kỳ II Vật Lí 6 trường THCS Phổ Vân - Quảng Ngãi - Năm học 2017 - 2018