A polygon has 6 sides, all 4 inches long, with interior angles equal to 120º. This polygon can be classified as what? Some answer choices: convex, concave, equilateral, equiangular, regular.
Thanks! How did you find that?
Actually it isn't regular sorry it would have to add up to 720 degrees total, because a regular hexagon has that total interior angle. (n-2) × 180° that's the rule of finding the interior angles- and n is the number of sides. A hexagon has six sides. = (6-2) ×180° =720° It's equilateral because it has sides of the same length 6 sides of 4 inches and it is also equiangular because it has all angles of same size- 120 degrees divided by 6 (the number of sides) is equal to 20 degrees for each angle.
Thanks!
I must have confused you have I?
Nope
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