Asked by Deen Webb

Is it possible to polygon with 290 deg
angle? Plz explain
Answered by Steve
I assume you mean a regular polygon where the interior angle is 290.

No. All the angles must be less than 180.

However, it is certainly possible to draw a polygon where the interior angles, measured counterclockwise, include one with a measure of 290 degrees. The polygon will not be convex, but will have a dent in it.

Draw a square, and then add a 5th vertex by shoving down the center of the top side. The concave vertex might have such an angle.
Answered by mbali B
There isn't such a thing an 290 degrees.it would be completely Imposible to find something that big.But the only way it would be,if you had drawn at least on a piece of paper.
Answered by Valdimira
You answer it I don't no.
Answer
No because some of the angles must be les than 180°
Answered by Anonymous
No the end of the protractor is 180
Answered by brucewayne08
It is never possible to have a polygon with 290 degrees. @Steve this does not work because the angles adjacent to the side you are pushing on will also decrease, and the angle sum will be 540. The formula for the angle sum in a polygon is 180(n-2), where n is the number of sides in a polygon.
Answered by yaboivegeta
no you cant
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