Question

To construct the regular hexagon, the radius length AB is used to mark the vertices of the hexagon. Can this method be used to make any regular inscribed polygon, such as a square?

Answer 1

No, it cannot be used to create other regular inscribed polygons.

This plan only works with a hexagon. If you inscribe a square into a circle, the lengths of the sides will not be equal to the radius.

Answer 2

No, this method can not be used to make any regular inscribed polygon, such as a square.

What is a polygon?

A polygon is a planar figure characterised by a finite number of straight-line segments joined to create a closed polygonal chain. A polygon is a bounded planar area, a bounding circuit, or both.

To construct the regular hexagon, the radius length AB is used to mark the vertices of the hexagon. This method is particularly used for the construction of a hexagon only, but for any other polygon such as a square, the method can not be used because the sides of the square are not equal to the radius of the circle when the square is inscribed in a circle.

Thus, we can say that No, this method can not be used to make any regular inscribed polygon, such as a square.

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