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PT
1
![](https://rs.olm.vn/images/avt/0.png?1311)
5 tháng 2 2022
Tọa độ điểm M là:
\(\left\{{}\begin{matrix}x_M=\dfrac{1+1}{2}=1\\y_M=\dfrac{0+4}{2}=2\end{matrix}\right.\)
Tọa độ điểm N là:
\(\left\{{}\begin{matrix}x_N=\dfrac{1+5}{2}=3\\y_N=\dfrac{4+4}{2}=4\end{matrix}\right.\)
Tọa độ điểm P là:
\(\left\{{}\begin{matrix}x_P=\dfrac{5+7}{2}=6\\y_P=\dfrac{4+0}{2}=2\end{matrix}\right.\)
Tọa độ điểm Q là:
\(\left\{{}\begin{matrix}x_Q=\dfrac{7+1}{2}=4\\y_Q=\dfrac{0+0}{2}=0\end{matrix}\right.\)
MH
0
![](https://rs.olm.vn/images/avt/0.png?1311)
![](https://rs.olm.vn/images/avt/0.png?1311)
CM
25 tháng 8 2017
Hình vẽ:
Điểm A có hoành độ bằng 2 thì điểm A có tung độ bằng 2.
Lời giải:
![](data:image/png;base64,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)