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The implication of the question is that the polygon is not necessarily regular (possibly not even convex) - though given the nature of the question the average of the interior angles of an n-gon is probably an invariant.Hi blahblah,
Welcome to MHB!
If you have a polygon with $n$ sides then each angle can be expressed as \(\displaystyle \frac{(n-2) \times 180^\circ}{n}\). Can you use this formula and the given information to solve for $n$?
Jameson
I don't see that but trust that you know this better than I do. From the level of the other thread the OP made here it seems more likely to me that this is a straightforward question, but I should consider irregular polygons in the future.The implication of the question is that the polygon is not necessarily regular (possibly not even convex)
CB