Isaac draws a regular octagon and rotate about its Center which angle measures can Isaac rotate the regular octagon through to m
ap itself
1 answer:
A regular octagon has eight equal sides
We can draw eight isosceles triangles in a regular octagon
The angle b° is the angle we can turn the regular octagon around the map
To work out b° we can divide 360° by 8 which gives us 45°
So when we rotate the regular octagon for every 45° we can fit the octagon back to its original position
We can draw eight isosceles triangles in a regular octagon
The angle b° is the angle we can turn the regular octagon around the map
To work out b° we can divide 360° by 8 which gives us 45°
So when we rotate the regular octagon for every 45° we can fit the octagon back to its original position
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