Cho BSL: Nhiệt độ và lượng mưa trung bình tháng củ...
Câu hỏi: Cho BSL: Nhiệt độ và lượng mưa trung bình tháng của Hà Nội
![Cho BSL: Nhiệt độ và lượng mưa trung bình tháng của Hà NộiHãy chọn dạng biểu đồ hình ảnh](data:image/jpeg;base64,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)
Hãy chọn dạng biểu đồ thích hợp nhất thể hiện nhiệt độ và lượng mưa trung bình của Hà Nội.
A. Biểu đồ cột và đường
B. Biểu đồ đường
C. Biểu đồ cột nhóm
D. Biểu đồ cột
Câu hỏi trên thuộc đề trắc nghiệm
Đề luyện thi thử tốt nghiệp THPT môn Địa hay số 13 (có đáp án)