Cho sơ đồ phả hệ sau:
Câu hỏi: Cho sơ đồ phả hệ sau:
![Đề minh họa 2021 môn Sinh kỳ thi tốt nghiệp THPT Quốc Gia câu 118](data:image/jpeg;base64,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)
Cho biết bệnh M do 1 trong 2 alen của 1 gen nằm trên NST thường quy định; bệnh N do 1 trong 2 alen của 1 gen nằm ở vùng không tương đồng trên NST giới tính X quy định; Người 11 có bố và mẹ không bị bệnh M nhưng có em gái bị bệnh M. Theo lí thuyết, xác suất sinh con trai đầu lòng không bị bệnh M và bị bệnh N của cặp 10 -11 là
A. 1/36.
B. 7/144.
C. 1/18.
D. 1/144.
Câu hỏi trên thuộc đề trắc nghiệm
Đề minh họa 2021 môn Sinh kỳ thi tốt nghiệp THPT Quốc Gia