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Nov 17, 2022 · Irregular Polygon. An irregular polygon, also known as non-regular polygon is a shape that does not have all sides of equal length and all angles of equal measure. Thus any polygon that is not regular is an irregular polygon. Examples. A scalene triangle, rectangle, trapezoid or a kite are common examples of irregular polygons.
Jan 21, 2020 · In the video below we’ll learn: How to classify a polygon. Determine its name by counting the number of sides. Decide if the figure is regular, irregular, convex, or concave. Use the theorem of quadrilaterals to find angle measures.
How to Classify Irregular Polygons. We can classify irregular polygons based on the number of sides. A three-sided polygon is a triangle, a four-sided polygon is a quadrilateral, a five-sided polygon is a pentagon, and so on. Here are a few examples showing the names of irregular polygons and the number of sides:
How to classify an irregular polygon. In order to classify an irregular polygon: Check to see that the polygon has different size angles or sides. Count the number of sides of the polygon. Name the polygon based on the number of sides. Irregular polygon examples. Example 1: classify the shape – by sides and regular or irregular. Name the shape.
Irregular polygons. An irregular polygon does not have all its sides equal and not all the angles are equal in measure. Examples of irregular polygons are scalene triangle, right triangle, isosceles triangle, rectangle, parallelogram, irregular pentagon, irregular hexagon, etc.
May 7, 2024 · 1. Regular Polygon. A regular (or simple) polygon is a shape with equal angles and multiple sides with equal lengths. Regular polygons can also be categorized as convex polygons because the equal sides canter inward where they connect, creating several v-shaped vertices. 2. Irregular Polygon.
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How to classify an irregular polygon. In order to classify an irregular polygon: State/calculate the number of sides of the polygon. Determine the size of the angles and side lengths within the polygon. Recognise the other properties of the polygon.