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![](https://rs.olm.vn/images/avt/0.png?1311)
Liên minh châu Âu là hình thức liên minh cao nhất trong cốc hình thức tổ chức kinh tê khu vực hiện nay trên thế giới, vì:
- Có chính sách kinh tế chung.
- Sử dụng đồng tiền chung. (đồng ơ - rô)
- Tự do lưu thông hàng hóa, dịch vụ, vốn.
![](https://rs.olm.vn/images/avt/0.png?1311)
Nguyên nhân Liên minh châu Âu là hình thức liên minh cao nhất trong các hình thức tổ chức kinh tế khu vực hiện nay trên thế giới là do:
- Số lượng thành viên đông nhất trong các tổ chức kinh tế. (1 điểm)
- Có chính sách kinh tế chung, hệ thống tiền tệ chung. (1 điểm)
- Tự do lưu thông hàng hóa, vốn, dịch vụ. (1 điểm)
- Công dân có chung quốc tịch chung châu Âu, đi lại giữa các nước rất thuận lợi. (0,5 điểm)
- Là tổ chức thương mại hàng đầu thế giới, tỉ lệ hoạt động thương mại của Liên minh châu Âu chiếm tỉ trọng lớn nhất thế giới, lên tời 40%. (0,5 điểm)
![](https://rs.olm.vn/images/avt/0.png?1311)
- Liên minh châu Âu chiếm tới 40% hoạt động ngoại thương của thế giới. Trong khi Bắc Mĩ chỉ chiếm 16%, châu Á chiếm 27%.
- Cơ cấu tổ chức khá chặt chẽ.
- Là khu vực kinh tế duy nhất sử dụng đồng tiền chung.
![](https://rs.olm.vn/images/avt/0.png?1311)
Nhật Bản
- Công nghiệp:
+ Giá trị sản lượng công nghiệp của Nhật Bản đứng thứ 2 thế giới, sau Hoa Kì.
+ Nhật Bản chiếm vị trí cao trên thế giới về sản xuất máy công nghiệp và thiết bị điện tử, người máy, tàu biển, thép, ô tô, vô tuyến truyền hình, máy ảnh, sản phẩm tơ tằm và sợi tổng hợp, giấy in báo,...
- Dịch vụ:
+ Thương mại và tài chính là 2 ngành có vai trò hết sức to lớn.
+ Nhật Bản đứng hàng thứ 4 thế giới về thương mại.
+ Ngành giao thông vận tải biển có vị trí đặc biệt quan trọng, đứng thứ 3 thế giới.
+ Ngành tài chính, ngân hàng đứng hàng đầu thế giới, hoạt động đầu tư ra nước ngoài ngày càng phát triển.
- Nông nghiệp:
+ Nông nghiệp có vai trò thứ yếu trong nền kinh tế Nhật Bản, tỉ trọng nông nghiệp trong GDP rất thấp.
+ Nông nghiệp phát triển theo hướng thâm canh, ứng dụng nhanh tiến bộ khoa học - kĩ thuật và công nghệ hiện đại để tăng năng suất cây trồng, vật nuôi và tăng chất lượng nông sản.
+ Cây trồng chính (lúa gạo), cây trồng phổ biến (chè, thuốc lá, dâu tằm), các vật nuôi chính (bò, lợn, gà), nghề nuôi trồng hải sản phát triển.
![](https://rs.olm.vn/images/avt/0.png?1311)
refer
Tổ chức các Quốc gia châu Mỹ (tiếng Anh: Organization of American States, tiếng Tây Ban Nha: Organización de los Estados Americanos, tiếng Bồ Đào Nha: Organização dos Estados Americanos, tiếng Pháp: Organisation des États américains, viết tắt là OAS hoặc OEA) là một tổ chức quốc tế với trụ sở đặt ở Washington, DC, Hoa Kỳ. Thành viên là 35 quốc gia độc lập ở châu Mỹ. Đây là tổ chức quốc tế lâu đời nhất nhóm họp các quốc gia cùng một khu vực.
![](https://rs.olm.vn/images/avt/0.png?1311)
Câu 2
Khí hậu bắc mĩ có sự phân hoá rất đa dạng :
- Từ bắc xuống nam ,có 3 vành đai khí hậu : hàn đới , nhiệt đới và ôn đới
Ngoài ra vành đai bắc mĩ cũng bị quy luật đaicao điều này thể hiện rõ nhất trên dãy cooc -di-e
- Chân đới có khí hậu cận nhiệt hay ôn đới tuyftheo từng vị trí
- Lên cao thời tiết lạnh dần , nhiều đỉnh cao có băng tuyết vĩnh cửu
Nguyên nhân dẫn đến sự phân hoá khí hậu BM :
+ Do Bắc Mĩ trải dài nhiều vĩ độ, từ vòng cực Bắc đến vĩ độ 15°B, nên đã tạo ra sự phân hoá bắc - nam.
+ Do yếu tố địa hình và vị trí gần hay xa biển, ảnh hưởng của các dòng biển chảy ven bờ tạo ra sự phân hoá đông - tây.
Ngoài ra sự có mặt của địa hình núi cao dẫn đến sự phân hóa khí hậu theo độ cao, tạo kiểu khí hậu núi cao.
![](https://rs.olm.vn/images/avt/0.png?1311)
Đặc điểm phân bố dân cư Bắc Mỹ và Nam Mĩ
- Dân cư Bắc Mỹ phân bố không đồng đều giữa phía tây và phía đông, miền bắc và miền nam.
- Mật độ dân số thấp nhất là phía bắc Canada và bán đảo A-la-xca dưới 1 người/km2 tiếp đến là miền núi Coóc-đi-e Hoa Kỳ, chỉ có dải đồng bằng hẹp ven biển Thái Bình Dương là có mật độ cao hơn 11-50 người/ km2
- Mật độ dân số cao nhất là phía đông Hoa Kỳ( mật độ 51-100 người /km2), đặc biệt dải đất ben bờ từ dãi đất phía nam Hồ Lớn đến duyên hải Đại Tây dương.Mật độ dân số trên 100 người/km2
- ¾ dân số Bắc Mỹ sống ở thành thị.
- Trong các năm gần đây , phân bố dân cư Bắc Mỹ có sự thay đổi nhất là trên lãnh thổ Hoa Kỳ, có sự chuyển dịch dân cư trên lãnh thổ Hoa Kỳ hướng về phía nam và vùng duyên hải phía tây, do sự phát triển mạnh các ngành công nghiệp mới.
hía bắc Canada và bán đảo A-la-xca
tham khảo
-có 5 khu vực kinh tế![](data:image/png;base64,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)
n tìm ở phần nào vậy. mik tìm mãi mà ko thấy