Có bao nhiêu nhận định đúng khi quan sát một giai...
Câu hỏi: Có bao nhiêu nhận định đúng khi quan sát một giai đoạn (kỳ) trong chu kì phân bào ở hình vẽ dưới đây?![](data:image/png;base64,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)
A. 1
B. 2
C. 3
D. 4
Câu hỏi trên thuộc đề trắc nghiệm
Đề kiểm tra ôn tập giữa HK2 môn Sinh học 10 năm 2020 - Trường THPT Phan Bội Châu