Lesson's Glossary
Lesson's Content
Interactive 1
Interactive 2
Vocabulary Puzzle Interactive
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Angle Concave polygon
Decagon Dodecagon Heptagon N-gon Nonagon Octagon Pentadecagon Polygon Quadrilateral Septagon Side of a polygon Vertex of a polygon |
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In this lesson the proof to find the sum of the exterior angle sum formula
uses the concept of supplementary angles. This applet allows you to review
this theorem. You may move point "C" clockwise or counterclockwise to
view different sets of supplementary angles.
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The interior angle sum theorem starts by stating that the sum of the interior angles
in a triangle is 180°. Play around with any of the vertices in this triangle
to check that this is true.
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