Cho bảng số liệuXUẤT KHẨU,NHẬP KHẨU HÀNG H...
Câu hỏi: Cho bảng số liệu
XUẤT KHẨU,NHẬP KHẨU HÀNG HÓA VÀ DỊCH VỤ CỦA IN-ĐÔ-NÊ-XI-A
(Đơn vị:Tỷ đô la Mỹ)
![Cho bảng số liệuXUẤT KHẨU,NHẬP KHẨU HÀNG HÓA VÀ DỊCH VỤ CỦA IN-ĐÔ-NÊ-XI-A(Đơn hình ảnh](data:image/jpeg;base64,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)
(Nguồn: Niên iams thống kê Việt Nam 2019, NXB Thống kê, 2020)
Theo bảng số liệu, cho biết năm nào sau đây IN-ĐÔ-NÊ-XI-A nhập siêu?
A. Năm 2010
B. Năm 2015
C.Năm 2017
D. Năm 2018
Câu hỏi trên thuộc đề trắc nghiệm
Đề minh họa 2021 môn Địa kỳ thi tốt nghiệp THPT Quốc Gia (có đáp án)