![]() ![]() ![]() From C, draw a line CE equal to OB then lay off this interval around the circle, and connect the points of intersection.įig. ![]() Lay off the horizontal diameter AB and vertical diameter CD. The radius of the circumscribed circle (which equals one-half the long diameter of the hexagon) is equal in length to the length of a side. ![]() The diameter of the circumscribed circle has the same length as the long diameter of the hexagon. Figure 4-26 shows a method of constructing a regular hexagon in a given circumscribed circle. Many bolt heads and nuts are hexagonal (six-sided) in shape. Get enough pieces of them (1 size) for your planned quilt project and sew them together.Regular Hexagon in a Given Circumscribed Circle Different sizes of hexagons, starting from 1″ to 3″ width.You need only a few of this for just tracing the hexagons on the fabric. Draw another bigger template for the fabric.Īdd another 1/2″ to 3/4″ to the radius for the fabric template, repeat the hexagon drawing technique to create the fabric template.If needed, draw another new hexagon template if the first one has worn off after doing some tracings. Used it as a template and start tracing out hexagons for your paper piecing quilt project.ī. With 6 equal segments on the circle, here is your hexagon. After you have all the 6 points marked on the circle, draw a straight line segment in between the immediate intersections. You might want to counter check if the marking is correct, for example, when your needle is on 2nd point and you are marking for the 4th point, rotate your compass to the 1st point and see if the pencil still touches the same point.Ĭ. Repeat the process by moving the compass needle to 2nd point and 3rd point to mark for the 4th and 5th point respectively, then later the 6th point.ī. Rotate the compass to the other side of the circle, mark the 3rd intersection point.With the same settings on the compass, place the compass needle on the 1st point and mark the second intersection point on the circle.Mark the first point arbitrary on the circle. The widest width of the hexagon is the diameter of the circle, which is 2 x the radius.ī. The radius is, in fact, the width of one of your hexagon’s edges. Draw a circle on a cardboard with a drawing compass of your desired radius. ![]()
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