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List of two-dimensional geometric shapes

Adapted from Wikipedia ยท Adventurer experience

Two-dimensional geometric shapes are flat figures you can draw on paper or a screen. They have length and width but no depth. These shapes are important in math, art, and everyday life. For example, you might see circles, squares, and triangles in your toys, buildings, and nature.

This list includes many kinds of two-dimensional shapes found in Euclidean geometry, the type of geometry most people learn in school. It also includes shapes from other types of geometry. Learning about these shapes helps us understand how things fit together and how space works.

If you want to learn about shapes with more dimensions, you can look at the list of mathematical shapes. For a wider variety of shapes, both flat and three-dimensional, check out the list of shapes. Studying geometry helps us solve problems, create designs, and appreciate the world around us.

Generally composed of straight line segments

Main article: Polygon

Two-dimensional shapes made of straight lines are called polygons. These shapes have straight sides that connect to form a closed loop.

Common examples include triangles, which have three sides, and quadrilaterals, which have four sides such as squares and rectangles.

Polygons can have many sides: pentagons have five, hexagons have six, and so on. There are also special shapes like stars, called star polygons, which have points that extend outward. A pentagram is an example of a five-pointed star.

Curved

Main article: List of curves

Two-dimensional curved shapes are made from parts of circles or smooth, flowing lines. Shapes from circles include the annulus, arbelos, and circle. Circles have special forms like Archimedes' twin circles and the Reuleaux triangle. Other curved shapes include the Archimedean spiral, ellipse, and cardioid. These shapes are found in nature, art, and mathematics.

This article is a child-friendly adaptation of the Wikipedia article on List of two-dimensional geometric shapes, available under CC BY-SA 4.0.