Một loài động vật, tính trạng màu mắt được quy địn...
Câu hỏi: Một loài động vật, tính trạng màu mắt được quy định bởi 1 gen nằm trên NST thường có 4 alen, các alen trội là trội hoàn toàn. Tiến hành các phép lại sau:
![Đề minh họa 2021 môn Sinh kỳ thi tốt nghiệp THPT Quốc Gia câu 114](data:image/jpeg;base64,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)
Cho cá thể mắt nâu ở thế hệ P của phép lại 1 giao phối với 1 trong 2 cá thể mắt vàng ở thế hệ P của phép lại 2, thu được đời con. Theo lí thuyết, đời con có thể có tỉ lệ
A. 50% cá thể mắt nâu: 25% cá thể mắt vàng : 25% cá thể mặt trăng.
B. 25% cá thể mắt đỏ : 25% cá thể mắt vàng : 25% cá thể mắt nâu : 25% cá thể mắt trắng.
C. 100% cá thể mắt nâu.
D. 75% cá thể mắt nâu : 25% cá thể mắt vàng.
Câu hỏi trên thuộc đề trắc nghiệm
Đề minh họa 2021 môn Sinh kỳ thi tốt nghiệp THPT Quốc Gia