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ơ đồ tư duy Ai Cập và Lưỡng Hà cổ đại
Xem thêm tại: https://loigiaihay.com/ly-thuyet-ai-cap-va-luong-ha-co-dai-lich-su-6-canh-dieu-a89967.html#ixzz7AbAaWQD5
![](https://rs.olm.vn/images/avt/0.png?1311)
trên đây viết khó sơ đồ khó lắm^^ nếu ko vẽ mà viết chi tiết thì nhìn chắc ko ai hiểu đâu^^
![](https://rs.olm.vn/images/avt/0.png?1311)
https://loigiaihay.com/ly-thuyet-ai-cap-va-luong-ha-co-dai-lich-su-6-canh-dieu-a89967.html#ixzz7AbAaWQD5
Tham khảo nhé bạn !
1. Điều kiện tự nhiên của Ai Cập và Lưỡng Hà
- Ai Cập là một thung lũng hẹp và dài nằm dọc theo lưu vực sông Nin, giáp Địa Trung Hải và Biển Đỏ.
- Lưỡng Hà là vùng đất nằm giữa hai con sông Ti-grơ và Ơ-phrát, giáp sa mạc A-ra-bi-an và vịnh Ba-Tư (còn gọi là vịnh Péc-xích).
- Sông Nin ở Ai Cập, sông Ti-grơ và Ơ-phrát ở Lưỡng Hà cung cấp nguồn nước dồi dào cho sinh hoạt và sản xuất nông nghiệp của cư dân nơi đây.
![](https://rs.olm.vn/images/avt/0.png?1311)
Ai Cập và Lưỡng Hà đều nằm ở lưu vực các con sông lớn, nhiều phù sa, khí hậu thuận lợi cho phát triển nông nghiệp
![](https://rs.olm.vn/images/avt/0.png?1311)
![](https://rs.olm.vn/images/avt/0.png?1311)
tk:
Tham khảo
![Lý thuyết Ai Cập và Lưỡng Hà cổ đại Lịch sử và Địa lý 6 Kết nối tri thức với cuộc sống | SGK Lịch sử và Địa lí lớp 6 -](https://img.loigiaihay.com/picture/2021/0922/2021-09-08-104337_6.png)
![Lý thuyết Ai Cập và Lưỡng Hà cổ đại Lịch sử và Địa lí 6 Cánh diều | SGK Lịch sử và Địa lí lớp 6 - Cánh Diều](data:image/jpeg;base64,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)