Bartlett Romero
11/18/2023 · Senior High School

There are two ways you can easily identify concave polygons: they have at least one internal angle that is bigger than \( 180^{\circ} \). They also have at least one diagonal that lies outside the polygon. In convex polygons, on the other hand, all internal angles are less than 180 and all diagonals lie

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inside the polygon. To summarize: - **Concave Polygons**: - At least one internal angle is greater than \( 180^\circ \). - At least one diagonal lies outside the polygon. - **Convex Polygons**: - All internal angles are less than \( 180^\circ \). - All diagonals lie inside the polygon. These properties help in distinguishing between concave and convex polygons effectively.

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- **Concave Polygons**: - One angle over \( 180^\circ \). - Diagonals outside. - **Convex Polygons**: - All angles under \( 180^\circ \). - Diagonals inside.
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