What is the sum of interior angles of a hexagon?

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Multiple Choice

What is the sum of interior angles of a hexagon?

Explanation:
The interior angle sum of a polygon depends on the number of sides and follows 180 degrees times (n−2). For a hexagon, with 6 sides, that’s 180 × (6−2) = 720 degrees. You can see this by dividing the hexagon into four triangles from one vertex; each triangle contributes 180 degrees, so 4 × 180 = 720. The other numbers match polygons with different side counts: 360 for a quadrilateral, 540 for a pentagon, 900 for a heptagon. So a hexagon’s interior angles total 720 degrees.

The interior angle sum of a polygon depends on the number of sides and follows 180 degrees times (n−2). For a hexagon, with 6 sides, that’s 180 × (6−2) = 720 degrees. You can see this by dividing the hexagon into four triangles from one vertex; each triangle contributes 180 degrees, so 4 × 180 = 720. The other numbers match polygons with different side counts: 360 for a quadrilateral, 540 for a pentagon, 900 for a heptagon. So a hexagon’s interior angles total 720 degrees.

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