Một cơ sở sản xuất đồ mỹ nghệ vừa ký được hợp đồng...
Câu hỏi: Một cơ sở sản xuất đồ mỹ nghệ vừa ký được hợp đồng sản xuất 500 chiếc đĩa hình Elip có kích thước đặt vừa vặn trong chiếc hộp chữ nhật với kích thước 25cm x16 cm được trang trí hoa văn (trên phần gạch sọc). Biết giá mỗi chiếc đĩa thô 50.000 (đồng) và giá trang trí 20.000 (đồng/cm2). Tổng số tiền sản phẩm cơ sở thu về sao cho diện tích trang trí lớn nhất gần với số nào nhất dưới đây.![](data:image/png;base64,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)
A. 25000000 (đồng)
B. 110000000 (đồng)
C. 52000000 đồng
D. 220000000 (đồng)
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi HK2 môn Toán 10 năm 2018 - 2019 Trường THPT Yên Định 2