Hãy xác định GHĐ và ĐCNN của các thước trong hình...
Câu hỏi: Hãy xác định GHĐ và ĐCNN của các thước trong hình 1-2.2:![](data:image/png;base64,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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