Từ một tấm tôn có kích thước 90cmx3m người t...
Câu hỏi: Từ một tấm tôn có kích thước 90cmx3m người ta làm một máng xối nước trong đó mặt cắt là hình thang ABCD có hinh dưới. Tính thể tích lớn nhất của máng xối.![](data:image/png;base64,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)
A. \(40500\sqrt 3 c{m^3}\)
B. \(40500\sqrt 2 c{m^3}\)
C. \(40500\sqrt 6 c{m^3}\)
D. \(40500\sqrt 5 c{m^3}\)
Câu hỏi trên thuộc đề trắc nghiệm
20 câu Trắc nghiệm bài toán thực tế ôn thi THPT QG môn Toán năm học 2016 - 2017