Câu 9: Lúa gạo ở nước ta được gieo trồng chủ yếu trên loại đất nào sau đây?
A. Phù sa sông. B. Mùn thô. C. Phù sa cổ. D. Cát pha.
Câu 11: Cây trồng nào sau đây có vai trò quan trọng nhất trong ngành trồng trọt ở Trung du và miền núi Bắc Bộ?
A. Sắn. B. Rau. C. Ngô. D. Chè.
Câu 14: Cho biểu đồ về chăn nuôi trâu ở Đồng bằng sông Hồng, Trung du và miền núi Bắc Bộ.
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)
(Nguồn số liệu theo Niên giám thống kê Việt Nam 2016, Nhà xuất bản Thống kê, 2017)
Biểu đồ thể hiện nội dung nào sau đây?
A. Giá trị chăn nuôi trâu của Đồng bằng sông Hồng, Trung du và miền núi Bắc Bộ.
B. Tốc độ gia tăng đàn trâu của Đồng bằng sông Hồng, Trung du và miền núi Bắc Bộ.
C. Cơ cấu số lượng trâu của Đồng bằng sông Hồng, Trung du và miền núi Bắc Bộ.
D. Số lượng trâu của Đồng bằng sông Hồng, Trung du và miền núi Bắc Bộ.
Câu 15: Nguyên nhân nào sau đây là chủ yếu làm cho hoạt động vận tải biển nước ta được đẩy mạnh trong những năm gần đây?
A. Hoạt động du lịch quốc tế mở rộng. B. Ngoại thương phát triển nhanh.
C. Bờ biển thuận lợi xây dựng cảng. D. Tiếp giáp đường biển quốc tế.
Câu 16: Cho bảng số liệu:
SỐ DÂN VÀ TỈ SỐ GIỚI TÍNH KHI SINH Ở VIỆT NAM, GIAI ĐOẠN 2005 - 2015
Năm | 2005 | 2006 | 2009 | 2012 | 2015 |
Số dân (triệu người) | 82,4 | 83,3 | 86,0 | 88,8 | 91,7 |
Tỉ số giới tính khi sinh (số bé trai/100 bé gái) | 105,6 | 109,8 | 110,5 | 112,3 | 112,8 |
(Nguồn: Niên giám thống kê Việt Nam 2016, NXB Thống kê, 2017)
Để thể hiện số dân và tỉ số giới tính khi sinh của nước ta giai đoạn 2005 - 2015, biểu đồ nào sau đây là thích hợp nhất?
A. Cột. B. Kết hợp. C. Miền. D. Đường.
Câu 18: Chăn nuôi lợn của Trung du và miền núi Bắc Bộ phát triển nhất ở khu vực nào sau đây?
A. Trung du. B. Đông Bắc. C. Miền núi. D. Tây Bắc.
Câu 19: Vai trò kinh tế chủ yếu của rừng sản xuất ở tỉnh Phú Thọ là
A. thúc đẩy chuyển dịch cơ cấu kinh tế. B. tạo nguồn hàng xuất khẩu chủ lực.
C. cung cấp gỗ, củi, nguyên liệu giấy. D. đóng góp tỉ trọng rất lớn cho GDP.
Câu 20: Cho bảng số liệu:
SỐ LƯỢNG MỘT SỐ GIA SÚC CỦA NƯỚC TA, GIAI ĐOẠN 2000 - 2015
(Đơn vị: nghìn con)
Năm | 2000 | 2005 | 2010 | 2015 |
Trâu | 2 897,2 | 2 922,2 | 2 877,0 | 2 524,0 |
Bò | 4 127,9 | 5 540,7 | 5 808,3 | 5 367,2 |
Lợn | 20 193,8 | 27 435,0 | 27 373,3 | 27 750,7 |
(Nguồn: Niên giám thống kê Việt Nam 2016, NXB Thống kê, 2017)
Căn cứ vào bảng số liệu, cho biết nhận xét nào sau đây đúng với số lượng một số gia súc của nước ta, giai đoạn 2000 - 2015?
A. Bò tăng nhiều hơn lợn. B. Lợn tăng nhanh hơn bò.
C. Lợn tăng ít hơn trâu. D. Trâu giảm chậm hơn bò.