Cho biểu đồ:NHIỆT ĐỘ, LƯỢNG MƯA TRUNG BÌNH...
Câu hỏi: Cho biểu đồ:
NHIỆT ĐỘ, LƯỢNG MƯA TRUNG BÌNH THÁNG CỦA HÀ NỘI
![Cho biểu đồ:NHIỆT ĐỘ, LƯỢNG MƯA TRUNG BÌNH THÁNG CỦA HÀ NỘICăn cứ vào biểu đồ, hình ảnh](data:image/jpeg;base64,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)
Căn cứ vào biểu đồ, cho biết nhận xét nào sau đây đúng với đặc điểm khí hậu Hà Nội?
A. Lượng mưa tháng cao nhất gấp 19 lần tháng thấp nhất.
B. Lượng mưa trung bình năm trên 2000mm.
C. Biên độ nhiệt trung bình năm khoảng 12,50C.
D. Nhiệt độ trung bình năm khoảng 20,50C.
Câu hỏi trên thuộc đề trắc nghiệm
Đề luyện thi thử tốt nghiệp THPT môn Địa hay số 11 (có đáp án)