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)
khoáng hòa tan.
-Hs: Thảo luận, cử đại diện nhóm lên bảng làm
bài tập...
-Gv: Cho hs nhận xét, bổ sung:
1.Lông hút 2.Vỏ 3.Mạch gỗ 4.Lông hút
-Gv: Gọi 1hs đọc to bài tập để thấy được: Con
đường hút nước và muối khoáng của rễ.
-Gv: Tiếp tục cho hs mô tả tranh:
H: Rễ cây hút nước và muối khoáng như thế
nào ?
-Hs: Lên bảng mô tả trên tranh ...
H: Bộ phận nào của rễ chủ yếu làm nhiệm vụ
hút nước và muối khoáng hòa tan ?
-Hs:
Bộ phận lông hút.
H: Tại sao sự hút nước và muối khoáng không
thể tách rời ?
-Hs: Vì rễ chỉ hút nước và muối khoáng hòa tan.
-Gv:Nhận xét, b.sung, chốt n.dung.
Hoạt động 2: Tìm hiểu những điều kiện ảnh
hưởng đến sự hút nước của cây.
-Gv: Yêu cầu hs tìm hiểu t.t sgk:
H: Đất đá ong ở vùng đồi trọc ảnh hưởng gì đến
cây trồng?
H: Các loại đất nào thích hợp cho cây phát
triển ?
H: Vậy đất trồng ảnh hưởng đến sự hút nước và
muối khoáng như thế nào ?
H: Thời tiết, khí hậu ảnh hưởng như thế nào đến
đời sống của cây ?
Rễ cây hút nước và muối khoáng hòa tan
nhờ vào lông hút.
- Nước và muối khoáng trong đất được lông
hút hấp thụ chuyển qua vỏ tới mạch gỗ đi
lên các bộ phận của cây.
2. Những điều kiện bên ngoài ảnh hưởng
đến sự hút nước và muối khoáng của cây.
- Các yếu tố bên ngoài như thời tiết, khí