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How to construct an equilateral triangle, inscribed in a given circle?
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| 1. |
| Start with the construction of a hexagon inscribed in a circle with the same size as the given circle, and pointing upwards.
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| 2. |
| Draw the connecting line between the angular points of the hexagon just below the horizontal centerline.
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| 3. |
| Draw the connecting line between one end-point of line 2 and the upper end-point of the vertical centerline.
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| 4. |
| Repeat step 3 for the other end-point of line 2.
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| 5. |
| Lines 2, 3 and 4 together form the triangle to be constructed.
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