Answer:
To classify each polygon as convex or non-convex, we need to understand the definition of each:
1. Convex Polygon: A polygon is convex if for every pair of points within the polygon, the line segment connecting them lies entirely within the polygon.
2. Non-Convex Polygon: A polygon is non-convex if there exists at least one pair of points within the polygon such that the line segment connecting them passes outside the polygon.
To classify a polygon as convex or non-convex, we need to analyze the shape of the polygon and determine if it satisfies the definition of a convex polygon. If all line segments connecting any two points within the polygon lie entirely within the polygon, then it is convex. If there exists at least one line segment that passes outside the polygon, then it is non-convex.
