Its an adjective . it means having parts that fail to correspond to one another in shape, size, or arrangement; lacking symmetry.
"the church has an asymmetrical plan with an aisle only on one side"

Asymmetric, Symmetrical, and Asymmetrical Figures:

Symmetry is an important concept in mathematics and art. It refers to a balanced arrangement of shapes or structures that can be divided into equal halves. When an object or figure can be divided into two identical halves, it is said to have symmetry. There are two types of symmetry: symmetric and asymmetric.

Symmetric Figures:
Symmetric figures exhibit symmetry. They can be divided into two equal halves that are mirror images of each other. In other words, if you were to fold the figure along the line of symmetry, both halves would perfectly match. Some examples of symmetric figures include squares, circles, and regular polygons.

Asymmetric Figures:
Asymmetric figures, on the other hand, do not have symmetry. They cannot be divided into two halves that are mirror images of each other. Asymmetric figures have irregular shapes or arrangements that do not possess any axis of symmetry. In other words, if you were to fold the figure along any line, the two resulting halves would not match. Asymmetric figures are often more complex and visually interesting than symmetric figures.

Examples of Asymmetric Figures:
Here are some examples of asymmetric figures:

1. A randomly shaped cloud: Clouds in the sky often have irregular and asymmetric shapes.

2. A tree: The branches, leaves, and overall structure of a tree are asymmetrical.

3. A person's face: Human faces are asymmetric, with one side often slightly different from the other.

4. A mountain range: The peaks, valleys, and overall formation of a mountain range are asymmetric.

5. A piece of artwork: Many paintings and sculptures feature asymmetric designs and compositions.

Conclusion:
Symmetry is an important concept in mathematics and art, and it can be observed in both symmetric and asymmetric figures. While symmetric figures can be divided into two identical mirror-image halves, asymmetric figures do not possess any axis of symmetry and have irregular and unique shapes. Understanding the differences between symmetric and asymmetric figures can help in appreciating the beauty and complexity of the world around us.