Cho biểu đồ về xuất, nhập khẩu nước ta giai đoạn 2...
Câu hỏi: Cho biểu đồ về xuất, nhập khẩu nước ta giai đoạn 2000 - 2015.![](data:image/jpeg;base64,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)
A. Sự chuyển dịch cơ cấu giá trị xuất, nhập khẩu nước ta giai đoạn 2000 - 2015.
B. Cơ cấu giá trị xuất, nhập khẩu nước ta giai đoạn 2000 - 2015.
C. Giá trị xuất, nhập khẩu nước ta giai đoạn 2000 - 2015.
D. Quy mô và cơ cấu giá trị xuất, nhập khẩu nước ta giai đoạn 2000 - 2015.
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi HK2 môn Địa lí 10 năm 2020 - Trường THPT Nguyễn Viết Xuân