Is it possible for a hexagon to be equiangular but not equilateral? Explain.
Yes, it is possible if the side are longer or stretched. I will show you
Thank you
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All the angle there are the same if we were to draw a triangle inside a triangle on both of its side.
Yes; if all the angles measure 120 degrees then the sides are not necessarily all congruent or yes; if all the angles measure , then the sides are not necessarily all congruent. (are my two options)
how much degrees does a hexagon have? If all the angles are equiangular, then would divide the total by?
so 180 divided by 8?
no a hexagon has 720 degrees total and 6 angles as you can see |dw:1438978080875:dw| 720/6=120 degrees Both of the option makes senses, but if all the angles measure 120 degrees, then all the sides are not necessarily all congruent.
Thank you! That makes more sense
Yea, glad you understand.
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