Hai người A và B đứng trước một gương phẳng MN (như hình 2).Trong đó MH = NH = 50cm, NK = 100cm, AH = h = 100cm.
a. Hai người A và B có nhìn thấy ảnh của nhau không? Vì sao?
b.Một trong 2 người đi tới gương theo phương vuông góc với mặt gương thì khi nào họ thấy nhau trong gương ?
c. Nếu cả 2 người đi gần tới gương như nhau theo phương vuông góc với mặt gương thì họ có nhìn thấy nhau trong gương 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