B) Below is a regular hexagon. A piece is cut out and translated to the opposite side to form an
1 answer:
Using inspiration from the hexagon example, we can cut out a side of the parallelogram and move that portion to the opposite side. The cut can be a curve of any kind or it could be a jagged edge like I have done below. The figure tessellates the plane as shown in the last section of the diagram. We can place the figures side by side to fill up a 2D space. Think of it like putting a jigsaw puzzle together in a way.
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First you need to combine like terms the get all numbers and leters to one side then divide to get g alone so your left with G=5
