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Polygon [Test 1]
1)
If the sum of all the interior angles in a polygon is 1440 degrees, how many sides does the polygon have?
2)
For a polygon with 6 sides, what is sum of all the exterior angles in degrees?
3)
For a 11 sided regular polygon, single interior angle is
4)
For a regular polygon with 8 sides each of length 4, with an inscribed area of 64π, what is the area of the polygon?
5)
For a regular polygon with 4 sides each of length 7, with an inscribed radius of 2, what is the area?
6)
For a polygon with 11 sides, how many diagonals can be drawn?
7)
For a polygon with 8 sides, how many triangles can be formed starting from a vertex joining other vertices?
8)
For a regular polygon with 8 sides each of length 7, with an inscribed area of 64π, what is the area of the polygon?
9)
For a polygon with 9 sides, what is sum of all the interior angles in degrees?
10)
For a polygon with 7 sides, what is sum of all the exterior angles in degrees?