Hình đa diện sau có bao nhiêu mặt ?
Câu hỏi: Hình đa diện sau có bao nhiêu mặt ?![](data:image/png;base64,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)
A 20
B 11
C 12
D 10
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi thử THPT QG môn Toán trường THPT Lương Văn Tụy - Ninh Bình - lần 1 - năm 2018 (có lời giải chi tiết)A 20
B 11
C 12
D 10
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi thử THPT QG môn Toán trường THPT Lương Văn Tụy - Ninh Bình - lần 1 - năm 2018 (có lời giải chi tiết)