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1. A given length of line is drawn from points A to B. 2. A compass is used to measure the line and construct an equalateral triangle using line A to B as the base side of the triangle. 3. Use the compass to bisect the two adjacent ventexs at the base of the triangle extending these lines till they intersect finding the center, point O, of the triangle. 4.Draw the solution finding line parallel to A to B through point O. Extend this line to intersect with the sides of the triangle at points C and D. 5. One third of line A to B is equal to line section A to C and line section B to D.

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Q: How do you divide a line into 3 equal parts using only a straight edge and a compass?
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