Diễn biến nhiễm sắc thể ở kỳ nào của giảm phân I có ý nghĩa đối với hiện tượng di truyền, tiến hóa? Giải thích.
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REFER
- Kì đầu I: bắt chéo, trao đổi đoạn tạo nhóm gen liên kết mới
- Kì sau I: sự tổ hợp cùng phân li tạo ra những biến dị tổ hợp phong phú
Tham khảo
- Kì đầu I: bắt chéo, trao đổi đoạn tạo nhóm gen liên kết mới
- Kì sau I: sự tổ hợp cùng phân li tạo ra những biến dị tổ hợp phong phú
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Trong kì sau của giảm phân 1, NST đã diễn biến theo cơ chế các thoi vô sắc co rút để các NST phân li đồng đều về 2 cực của tế bào , chiếc có nguồn gốc từ bố phân li về 1 cưc , chiếc có nguồn gốc từ mẹ phân li về 1 cực
Kí hiệu bộ NST ở kì sau giảm phân là 4n NST kép vì ở kì sau 2n NST kép tách đôi nhau ra ở tâm đông thàng 4n NST kép phân li đồng đều về 2 cực của tế bào
Bạn vào trang của mình giải giúp mình mấy câu hỏi còn lại ik ạ
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Đáp án A
Ở kỳ giữa giảm phân I, 2n nhiễm sắc thể kép tương đồng xếp thành 2 hàng ở mặt phẳng xích đạo của thoi phân bào
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a) Trong hình thành giao tử, các NST kép tách nhau ở tâm động và phân li về 2 cực của tế bào
Ý nghĩa: phân chia bộ nst đồng đều về các tế bào con
b) Sự bắt đôi ở kì đầu I giúp các NSTử không chị em có thể trao đổi đoạn tương đồng => tạo nhiều biến dị phong phú.
Nếu không bắt cặp, không có hiện tượng hoán vị gen. Số lượng biến dị tổ hợp tạo ra ít, giảm đa dạng phong phú của sv
b) Điểm khác nhau là số lượng nhiễm sắc thể
Cho số nst trong bộ đơn bội của loài A là a, số NST trong bộ đơn bội của loài B là b
Giả sử mỗi nst chứa 1 gen (thực tế mỗi nst chứa nhiều gen)
Loài A cho 2^a giao tử, loài B cho 2^b giao tử
=> số kiểu gen ở đời con của loài A là 2^2a, số kiểu gen ở đời con của loài B là 2^2b, số biến dị tổ hợp ở loài A lúc nào cx nhiều hơn loài B => số kiểu gen ở đời con loài A nhiều hơn số kiểu gen đời con loài B => 2^2a > 2^2b => a > b => số nhiễm sắc thể trong bộ nst loài A nhiều hơn loài B
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1- Đúng , 2 sai , 3 đúng , 4 đúng
Đột biến NST góp phần biến đổi vật chất di truyền => có ý nghĩa với quá trình tiến hóa và hình thành loài mới
Đáp án C
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a) Giảm phân I gồm 4 kì: Kì đầu I, kì giữa I, kì sau I và kì cuối I. Ở kì đầu I, NST tiếp hợp tương ứng với nhau theo từng vế và xảy ra sự trao đổi chéo.
b) Ở kì giữa I, các NST kép di chuyển về mặt phẳng xích đạo của tế bào thành 2 hàng. Ở kì sau I, mỗi NST kép trong cặp NST tương đồng được thoi vô sắc kéo về 2 cực của tế bào.
c) Kết quả của giảm phân I là tạo ra 2 tế bào có bộ NST đơn bội kép (n NST kép). Như vậy, từ lúc bắt đầu giảm phân đến lúc kết thúc giảm phân, số NSt đã giảm đi một nửa, từ 2n NST kép thành n NST kép.
d) Kết quả của giảm phân II là tạo ra 4 tế bào con có bộ NST đơn bội (n NST). Như vậy, sau khi giảm phân II diễn ra, số lượng NST ở mỗi tế bào đã giảm đi một nửa so với sau giảm phân I, từ n NST kép thành n NST đơn.
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+) NST chứa ADN, ADN mang thông tin di truyền, gen phân bố trên NST, mỗi gen chiếm một vị trí nhất định gọi là locut. Người ta đã xây dựng được bản đồ di truyền của các gen trên từng NST của nhiều loài.
+) Những biến đổi về số lượng và cấu trúc NST sẽ gây ra những biến đổi về các tính trạng. Đại bộ phận các tính trạng được di truyền bởi các gen trên NST. - NST có khả năng tự nhân đôi: Thực chất của sự nhân đôi NST là nhân đôi ADN vào kì trung gian giữa 2 lần phân bào đảm bảo ổn định vật chất di truyền qua các thế hệ. - Sự tự nhân đôi của NST, kết hợp với sự phân li tổ hợp của NST trong giảm phân và thụ tinh là cơ chế di truyền ở cấp độ tế bào, đối với các loài giao phối. Ở các loài sinh sản sinh dưỡng nhờ cơ chế nhân đôi, phân chia đồng đều các NST về 2 cực tế bào là cơ chế ổn định vật chất di truyền trong một đời cá thể ở cấp độ tế bào. Với những đặc tính cơ bản trên của NST, người ta đã xem chúng là cơ sở vật chất của di truyền ở cấp độ tế bào. GG![](https://rs.olm.vn/images/avt/0.png?1311)
Người ta sử dụng các kỹ thuật chọc dò dịch ối và sinh thiết tua nhau thai
Đáp án cần chọn là: C
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Đáp án C
Ý nghĩa của sự trao đổi chéo nhiễm sắc thể trong giảm phân về mặt di truyền là góp phần tạo ra sự đa dạng về kiểu gen ở loài.
- Kì đầu I: bắt chéo, trao đổi đoạn tạo nhóm gen liên kết mới
- Kì sau I: sự tổ hợp cùng phân li tạo ra những biến dị tổ hợp phong phú
Tham Khảo
-ở kì giữa![](data:image/png;base64,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)