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20 10 what's the penultimate question in the senior high school entrance examination in Tianjin (detailed process)?
Solution: (1) As shown in the figure, make point D a symmetrical point about the axis, connect the axis at point E, and connect them.

If you take any point on the edge (not coincident with point E), connect,,.

By,

It is known that the circumference of △ is the smallest.

In a rectangle,,, is the midpoint,

∴ ,,.

In 700 BC,

∴ Rt△∽Rt△, yes.

∴ .

∴ The coordinate of this point is (1, 0).

(2) As shown in the figure, make a symmetrical point about the axis, cut it at the side, connect it with the axis at the point, and cut it at the top.

∫GC‖EF,,

A quadrilateral is a parallelogram.

The length of sum is a constant value,

∴ The points obtained at this time minimize the perimeter of the quadrilateral.

In 700 BC,

∴ Rt△∽Rt△, yes.

∴ .

∴ .

∴ The coordinate of the point is (0), and the coordinate of the point is (0).