Sơ đồ phả hệ dưới đây mô tả sự di truyền bệnh bạch...
Câu hỏi: Sơ đồ phả hệ dưới đây mô tả sự di truyền bệnh bạch tạng và bệnh máu khó đông ở người. Bệnh bạch tạng do gen nằm trên nhiễm sắc thể thường quy định, bệnh máu khó đông do gen nằm trên vùng không tương đồng của nhiễm sắc thể giới tính X quy định. Biết rằng người phụ nữ số 3 mang gen gây bệnh máu khó đông.
![Sơ đồ phả hệ dưới đây mô tả sự di truyền bệnh bạch tạng và bệnh máu khó đông ở hình ảnh](data:image/jpeg;base64,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)
Theo lý thuyết có bao nhiêu phát biểu sau đây đúng?
I. Có 5 người trong phả hệ trên xác định được chính xác kiểu gen về 2 bệnh này.
II. Có thể có tối đa 5 người trong phả hệ này có kiểu gen đồng hợp trội về gen quy định bệnh bạch tạng.
III. Xác suất sinh con gái đầu lòng không bị 2 bệnh trên của cặp vợ chồng 13-14 là 42,5%.
IV. Nếu người phụ nữ số 15 kết hôn với 1 người đàn ông không bị cả 2 bệnh và đến từ một quần thể khác có tỉ lệ người bình thường mang alen gây bệnh bạch tạng trong tổng số người bình thường là 2/3. Xác suất để cặp vợ chồng này sinh 2 con có 1 đứa con gái bình thường và 1 đứa con trai bị cả 2 bệnh là 3/640.
A. 1.
B. 3.
C. 2.
D. 4.
Câu hỏi trên thuộc đề trắc nghiệm
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