• Chào mừng Bạn tham gia Diễn Đàn Kiến Thức tổng hợp No.1 VNKienThuc.com - Định hướng VN Kiến Thức
    -
    HÃY TẠO CHỦ ĐỀ KIẾN THỨC HỮU ÍCH VÀ CÙNG NHAU THẢO LUẬN

Địa hình núi vùng Đông Bắc có những đặc điểm gì?

Chien Tong

New member
Xu
33
Cậu hỏi về chủ đề địa lý vùng Đông Bắc, ở đây là đặc điểm địa hình vùng Đông Bắc Việt Nam, các bạn cần có đủ các ý sau:
- Nằm ở phía đông của thung lũng sông Hồng, với 4 cánh cung lớn, chụm đầu ở Tam Đảo, mở về phía Bắc và phía Đông

https://data:image/jpeg;base64,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
hc3acnh-41-1-lc6b0e1bba3c-c491e1bb93-c491e1bb8ba-hc3acnh-vc3a0-khoc3a1ng-se1baa3n-mie1bb81n-be1baafc-vc3a0-c491c3b4ng-be1baafc-be1baafc-be1bb99-lop-8.png
https://data:image/jpeg;base64,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
Lược đồ địa hình vùng Đông Bắc Việt Nam​

- Hướng nghiêng chung của địa hình là hướng Tây Bắc- Đông Nam

- Những đỉnh núi cao trên 2000m ở Thượng nguồn sông Chảy. Giáp biên giới Việt- Trung là các khối núi đá vôi cao trên 1000m ở Hà Giang, Cao Bằng. Trung tâm là núi thấp, với độ cao trung bình 500-600m.
 

Chủ đề mới

VnKienthuc lúc này

Không có thành viên trực tuyến.

Định hướng

Diễn đàn VnKienthuc.com là nơi thảo luận và chia sẻ về mọi kiến thức hữu ích trong học tập và cuộc sống, khởi nghiệp, kinh doanh,...
Top