Người ta làm một đồng xu bằng kim loại có kích thư...
Câu hỏi: Người ta làm một đồng xu bằng kim loại có kích thước như hình vẽ.Tính diện tích kim loại làm đồng xu đó.![](data:image/png;base64,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)
A \(4,6244\,c{m^2}\)
B \(4,124\,c{m^2}\)
C \(4,162\,c{m^2}\)
D \(4,9466\,c{m^2}\)
Câu hỏi trên thuộc đề trắc nghiệm
- Hình tròn. Chu vi và diện tích hình tròn (có lời giải chi tiết)