Người ta muốn xây dựng một bể bơi (hình vẽ bên dướ...
Câu hỏi: Người ta muốn xây dựng một bể bơi (hình vẽ bên dưới) có thể tích là \(V = \frac{{968}}{{4 + 2\sqrt 2 }}\) (m3). Khi đó giá trị thực của để diện tích xung quanh của bể bơi là nhỏ nhất thuộc khoảng nào sau đây?![](data:image/png;base64,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)
A. (0;3)
B. (3;5)
C. (5;6)
D. (2;4)
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi thử THPT QG năm 2019 môn Toán Trường THPT Chuyên Thoại Ngọc Hầu lần 1