Diện tích tam giác đều ABC là 6 cm vuông . Vậy diện tích của hình lục giác đều là ?
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Khách
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![](https://rs.olm.vn/images/avt/0.png?1311)
Những câu hỏi liên quan
NT
6
![](https://rs.olm.vn/images/avt/0.png?1311)
![](https://rs.olm.vn/images/avt/0.png?1311)
HQ
Hà Quang Minh
Giáo viên
3 tháng 10 2023
a) Diện tích hình thoi ABOF là: \(\frac{1}{2}\).6.10,4 = 31,2 (cm2)
b) Ta thấy diện tích hình lục giác đều ABCDEF gấp ba lần diện tích hình thoi ABOF.
Vậy diện tích hình lục giác đều là: 31,2 . 3 = 93,6 (cm2)
lỗi
hết lỗi rồi
![](data:image/png;base64,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)