Geometry

Question Analysis

The main focus of this question is to determine whether the given figure is a polygon and to recall the general nature of the number of sides of a regular polygon. It tests the understanding of the basic definition of polygons.

 

Key Concept Explanation

Polygons: A polygon is a closed - plane figure made up of straight line segments. These segments meet at vertices, enclosing a single, continuous area. A regular polygon is a special type of polygon that is both equilateral (all sides are of equal length) and equiangular (all interior angles are of equal measure). Regular polygons can have 3 (equilateral triangle), 4 (square), 5 (regular pentagon), 6 (regular hexagon), and so on, sides.

 

Step - by - Step Solution

1. Examine the figure: The given figure is a closed shape composed of straight line segments.

2. Recall the definition of a polygon: Since it is a closed figure with straight sides, it meets the criteria for being a polygon.

 

Option Analysis

Yes: This is the correct option. The figure is a closed shape made of straight line segments, so it is a polygon.

No: This option is incorrect as the figure does satisfy the definition of a polygon.

 

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