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![](https://rs.olm.vn/images/avt/0.png?1311)
cấu tạo:
+mang tế bào
+nhân tế bào
+tế bào chất
+thành tế bào
+không bào trung tâm
+lục lạp
tham khảo
Trả lời: Giới Nguyên sinh gồm các sinh vật có đặc điểm: nhân thực, đơn bào hoặc đa bào đơn giản, sống tự dưỡng hoặc dị dưỡng hoại sinh. - Tảo: sinh vật nhân thực, đơn bào hay đa bào, có sắc tố quang tự dưỡng, sống trong nước. - Nấm nhầy: sinh vật nhân thực, dị dưỡng, sống hoại sinh.
![](https://rs.olm.vn/images/avt/0.png?1311)
Cấu trúc | Động vật | Thực vật |
Tế bào | tế bào thần kinh | tế bào vảy hành (củ hành) |
Mô | mô liên kết ( ruột non) | mô giậu (lá cây) |
Cơ quan | cơ quan tiêu hóa | cơ quan hô hấp |
Hệ cơ quan | hệ tuần hoàn | hệ hô hấp |
Tham khảo
Mô là một tập hợp tế bào chuyên hóa (cùng chất gian bào),có cấu tạo giống nhau cùng nhau thực hiện một chức năng nào đó trong cơ thể người và động vật.
Trong sinh học, cơ quan là tập hợp các mô cùng thực hiện một chức năng chung. Tập hợp các cơ quan theo một hệ thống được gọi là hệ cơ quan. ... Đối với các động vật đơn bào, các phần thực hiện một chức năng nhất định được gọi là bào quan.
Trong sinh học, một hệ cơ quan (hay hệ sinh học) là một nhóm các cơ quan hoạt động cùng nhau để thực hiện một chức năng nhất định. Các hệ phổ biến có thể thấy trong giải phẫu người cũng như động vật có vú và các động vật khác là những hệ như hệ tuần hoàn, hệ hô hấp, hệ thần kinh,...
Cơ thể người là toàn bộ cấu trúc của một con người, bao gồm một đầu, cổ, thân (chia thành 2 phần là ngực và bụng), hai tay và hai chân. Mỗi phần của cơ thể được cấu thành bởi hàng hoạt các loại tế bào.Gồm bốn loại mô chính: mô sợi, mô sụn, mô xương, mô mỡ.![](https://rs.olm.vn/images/avt/0.png?1311)
1.Các cấp tổ chức của cơ thể đa bào từ thấp đến cao :
Tế bào-> mô-> cơ quan ->hệ cơ quan -> cơ thể
2.
Tham khảo :
- Mối quan hệ từ tế bào đến mô: các tế bào thực hiện cùng một chức năng tập hợp lại thành một nhóm tạo thành mô.
- Cơ thể người là toàn bộ cấu trúc của một con người, bao gồm một đầu, cổ, thân (chia thành 2 phần là ngực và bụng), hai tay và hai chân. Mỗi phần của cơ thể được cấu thành bởi hàng hoạt các loại tế bào. ... Con số này có được nhờ tính tổng số tế bào của toàn bộ các cơ quan trong cơ thể của tất cả các loại tế bào
+ Hệ tuần hoàn
Chức năng chính của hệ thống tuần hoàn là vận chuyển các chất dinh dưỡng và khí đến các tế bào và mô trên khắp cơ thể. Điều này được thực hiện bởi sự lưu thông của máu. Hai thành phần của hệ thống này là hệ thống tim mạch và bạch huyết. Hệ thống tim mạch bao gồm tim, máu và mạch máu.
1.Tế bào
2. MÔ
TK
3.mô chính của động vật là mô liên kết, thần kinh, cơ và biểu mô.
Ba hệ thống mô chính ở thực vật là biểu bì, mô đất và mô mạch
4.Hệ tiêu hoá: tiêu hoá và xử lý thức ăn với các cơ quan: các tuyến nước bọt, thực quản, dạ dày, gan, túi mật, tuỵ, ruột, trực tràng và hậu môn. Hệ tiết niệu: thận, niệu quản, bàng quang và niệu đạo tham gia vào việc cân bằng chất lỏng trong cơ thể, cân bằng điện giải và bài tiết nước tiểu.
câu 4:
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)
Tham khảo: