in tessellations of polygons joined edge to edge we say two edges A and B are identical if two copies of the tessellations can be placed one on top of the other (after sliding, rotating, or flipping as necessary) so that the tessellations completely coincide when A and B are in the same position. d) Show tha there is only one tessellation that contains just regular dodecagons and equilateral triangles all with the same edge length and with the polygons joined edge to edge. Draw the tessellation and determine its maximum number of non identical edges.

Dear Student,

Such questions are made for enhancing the self creative skills and should be tried answering on your own. However, here are a few points that will help you in framing your answer:

1 ) A Tessellation is when we cover a surface with a pattern of flat shapes so that there are no overlaps or gaps.


2 ) We know in dodecagons we have 12 sides and we show dodecagons and tessellation that contains just regular dodecagons and equilateral triangles all with the same edge length , As :


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