Hãy chọn thước đo thích hợp để đo các độ dài ghi t...
Câu hỏi: Hãy chọn thước đo thích hợp để đo các độ dài ghi trong bảng và giải thích sự lựa chọn của 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)
Câu hỏi trên thuộc đề trắc nghiệm
Đo độ dài và đo thể tích của chất lỏngCâu hỏi trên thuộc đề trắc nghiệm
Đo độ dài và đo thể tích của chất lỏng