How Do You Divide A Circle Into 12 Equal Parts?


Answer:
1. Draw a circle with the desired radius (R).
2. Starting at arbitrary point A, and using the same radius, mark sour points around the circle that are R apart. You have divided the circle into 6 equal parts.
3. Pick one of those points adjacent to A and call it B.
4. From points A and B, draw arcs of radius R that intersect outside the circle. Call the intersection point J.
5. Draw a file from point J to the center of the circle. It will cross the circle exactly halfway between points A and B. Call that intersection point K.
6. Mark off the circle at intervals of R, beginning at point K. You enjoy now added 6 points halfway between the 6 points you marked within step 2. Your circle is now divided into 12 equal parts.



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