National Short Story Month: A Rose for Emily Banned Book
National Short Story Month: A Rose for Emily Banned Book

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    Geometry: Polygons

    Math

    • Title Home
    • Study Guide
    • Topics
      • Polygons
      • Defining a Polygon
      • Problems
      • Different Kinds of Polygons
      • Problems
      • Properties of Polygons
      • Problems
      • Quadrilaterals
      • Problems
      • Introduction to Triangles
      • Problems
    • Terms and Formulae

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    Geometry: Polygons Terms and Formulae

    Terms and Formulae

    Geometry: Polygons Terms and Formulae

      Terms

    • Adjacent Sides

      Sides of a polygon that share a vertex.

    • Base

      One of the parallel sides of a trapezoid.

    • Center of a Regular Polygon

      The point on the interior of a polygon from which all vertices of the polygon are equidistant.

    • Closed Curve

      A curve whose starting point is the same as its ending point.

    • Concave Polygon

      A polygon with one or more interior angles greater than 180 degrees.

    • Congruent Polygons

      Polygons whose sides are all congruent

    • Consecutive Vertices

      Vertices of a polygon that include the endpoints of the same side.

    • Continuous

      Without any gaps or holes.

    • Convex Polygon

      A polygon whose interior angles are all less than 180 degrees.

    • Consecutive Angles

      Angles in a polygon that share a segment as one of the sides that could be extended into a ray.

    • Curve

      An arrangement of continuous points in space.

    • Decagon

      A ten-sided polygon.

    • Diagonal

      A line segment joining nonconsecutive vertices of a polygon.

    • Dodecagon

      A twelve-sided polygon.

    • Equiangular Polygon

      A polygon whose angles are congruent.

    • Equilateral Polygon

      A polygon whose sides are congruent.

    • Exterior Angle

      The angle formed at a vertex of a polygon that lies outside of the region enclosed by a polygon.

    • Heptagon

      A seven-sided polygon.

    • Hexagon

      A six-sided polygon.

    • Interior Angle

      The angle formed, at a vertex of a polygon, that lies inside the region enclosed by the polygon.

    • Leg

      One of the nonparallel sides of a trapezoid.

    • Median

      The segment in a trapezoid whose endpoints are the midpoints of the legs of the trapezoid.

    • Nonagon

      A nine-sided polygon.

    • Opposite sides

      Sides of a quadrilateral that don't share a vertex.

    • Octagon

      An eight-sided polygon.

    • Parallelogram

      A quadrilateral with two pairs of parallel sides.

    • Pentagon

      A five-sided polygon.

    • Polygon

      A simple closed curve consisting of the union of segments that intersect each other at their endpoints.

    • Quadrilateral

      A four-sided polygon.

    • Rectangle

      A quadrilateral with four congruent angles.

    • Regular Polygon

      An equilateral, equiangular polygon.

    • Rhombus

      A quadrilateral with four congruent sides.

    • Side

      One segment that comprises part of a polygon.

    • Simple Closed Curve

      A closed curve that does not intersect itself.

    • Square

      A quadrilateral with four congruent sides and angles.

    • Trapezoid

      A quadrilateral with one pair of parallel sides.

    • Triangle

      A three-sided polygon.

    • Vertex

      The common endpoint of two sides of a polygon.

    • Formulae

       
      Diagonal Sum A polygon with n sides has n(n-3)/2 diagonals.
       
      Interior Angle Sum The interior angle sum of a polygon with n sides is 180(n-2) degrees.
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