Nối sự kiện cột A với thời gian cột B sao cho đúng...
Câu hỏi: Nối sự kiện cột A với thời gian cột B sao cho đúng với các kiến thức lịch sử đã học (Ví dụ: 1-a, 2-b)![](data:image/png;base64,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)
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi HK2 môn Lịch Sử lớp 6 trường THCS Ngô Gia Tự - Hà Nội - Năm 2017 - 2018 (có lời giải chi tiết)