Câu 1: Quan sát Hình 15.2, Bảng 15.1/ SGK trang 89, em hãy nêu các bước của khóa lưỡng phân để phân loại các loài động vật: Cá vàng, thỏ, chó, mèo. Câu 2: Những đặc điểm nào của sinh vật đã được sử dụng để phân loại các loài động vật: Cá vàng, thỏ, chó, mèo.II. Thực hành xây dựng khóa lưỡng phân:Bài 1: Quan sát sơ đồ Hình 15.3, Bảng 15.2/SGK/ trang 90, dựa trên các đặc điểm của lá cây em hãy hoàn thiện khóa lưỡng phân để phân loại các cây bèo Nhật Bản, cây ô rô, cây sắn, cây hoa hồng Bài 2: Xây...
Đọc tiếp
Câu 1: Quan sát Hình 15.2, Bảng 15.1/ SGK trang 89, em hãy nêu các bước của khóa lưỡng phân để phân loại các loài động vật: Cá vàng, thỏ, chó, mèo.
![](https://wpscloud-weboffice-apse1.obs.ap-southeast-3.myhuaweicloud.com:443/shapes/89312466716458/14a35cc7b901a49eb1ab6dba4f6987f450d5b744?AWSAccessKeyId=QYRXLV44SVOBWYMOAFT6&Expires=1637410873&Signature=hUMKQwp8OzDzHi6A1cU1QAKzFFo%3D)
Câu 2: Những đặc điểm nào của sinh vật đã được sử dụng để phân loại các loài động vật: Cá vàng, thỏ, chó, mèo.
II. Thực hành xây dựng khóa lưỡng phân:
Bài 1: Quan sát sơ đồ Hình 15.3, Bảng 15.2/SGK/ trang 90, dựa trên các đặc điểm của lá cây em hãy hoàn thiện khóa lưỡng phân để phân loại các cây bèo Nhật Bản, cây ô rô, cây sắn, cây hoa hồng
![](https://wpscloud-weboffice-apse1.obs.ap-southeast-3.myhuaweicloud.com:443/shapes/89312466716458/abc84350e33d6214ddea58d9e372a3bf5ea74c7d?AWSAccessKeyId=QYRXLV44SVOBWYMOAFT6&Expires=1637410873&Signature=7dxNAA9ArsthIlUtGJHgLOaqpi0%3D)
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)
Bài 2: Xây dựng khóa lưỡng phân để phân loại một số cây có ở khu vực gia đình em.
- Em hãy lập danh sách các cây ( chọn từ 4 – 6 cây bất kì )
- Phân chia các cây có cùng đặc điểm giống nhau thành từng nhóm
- Xây dựng khóa lưỡng phân theo gợi ý trong bảng 15.3/SGK trang 91.
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)