Khi nghiên cứu về ảnh hưởng của nhiệt độ lên thời...
Câu hỏi: Khi nghiên cứu về ảnh hưởng của nhiệt độ lên thời gian sinh trưởng của 3 loài ong mắt đỏ ở nước ta, các nhà khoa học đưa ra bảng sau:![](data:image/png;base64,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)
1. Cả 3 loài đều chết nếu ở nhiệt độ lớn hơn 35oC, Biết rằng các ô trống là các ô chưa lấy đủ số liệu, Trong các nhận xét sau đây, có bao nhiêu nhận xét đúng?2. Nhiệt độ càng thấp thì thời gian sinh trưởng của 3 loài càng ngắn,3. Thời gian sinh trưởng ở cùng nhiệt độ của loài 3 luôn lớn nhất,4. Về mặt lí thuyết, ngưỡng nhiệt phát triển của loài 1 là: 10,6oC5. Nếu nhiệt độ trung bình mùa đông miền Bắc nước ta là từ 11oC đến 15oC thì ít nhất 1 trong 3 loài sẽ đình dục.
A 2
B 3
C 4
D 5
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi thử THPT QG môn Sinh - THPT Chuyên Lê Qúy Đôn - Quảng Trị - lần 2- năm 2018 (có lời giải chi tiết)