![]() Now, draw a line in the same manner as you did in step 3 draw a curve starting at the point where the pencil tip of the compass meets the circle and draw inward until you get to the edge of the circle opposite to where you started. It is a distance of the radius r plus a segment we already know as rcos60ยบ. First, notice how much horizontally is placed the purple arrow. Rest the metal tip at the point where the curved line you just drew touches the outer circle. Perfect The next step is to draw a row of hexagons, like that: Essentially it is important to know where the next centre is going to be located to fit perfectly with one another. You may try to draw the sides by simply taking. Its dimensions are also weirdly round numbers, according to Wikipedia. You will not get a perfect hexagon if you draw without taking the perpendicular bisector and drawing the circle. Now, draw a line in a similar manner as you did in step 1 draw a curve starting at the point where the pencil tip of the compass meets the circle and draw inward until you get to the edge of the circle opposite to where you started. TIL there is a nearly perfect hexagon on the north pole of Saturn. Rest the metal tip at the point where the curved line you just drew touches the outer circle. Because this can be hard to understand, see the pictures above. Starting at the part of the circle the pencil part of the compass falls on, draw inward until the line gets to the part of the circle opposite to where you started. ![]() ![]() Turn the metal point of the compass so that the pencil it rests on the line of the circle. Regular hexagons (such as the ones showed here) have all their sides equal, and all their internal angles are 120 degrees. Place the metal point part of the compass at any point along the circle line. ![]()
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