Hãy ghép nội dung hai cột với nhau cho phù hợp:
Câu hỏi: Hãy ghép nội dung hai cột với nhau cho phù hợp:![](data:image/png;base64,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)
A 1 – b, 2 – c, 3 – a, 4 – d.
B 1 – c, 2 – b, 3 – a, 4 – d.
C 1 – a, 2 – b, 3 – c, 4 – d.
D 1 – d, 2 – a, 3 – c, 4 – b.
Câu hỏi trên thuộc đề trắc nghiệm
- Cách mạng công nghiệp ở châu Âu