Introduction. 

Mathematics does not only involve numbers, formulas, problems, or solutions. It has a wide range of studies, knowledge, and application. Mathematical concepts and applications can be seen in nature and human creations. Have you ever wondered about the patterns you see around you? Have you ever questioned why some flowers have six, seven, or eight petals or why animals have prints on their skin? Our developing knowledge of patterns and organization in nature is reflected in our changing perspective on the universe and our purpose. Some people even think of mathematics as an art form because of the relationship between mathematics concepts and aesthetics.

In this chapter, we look into arts as part of the mathematical concepts observing different patterns, ratios, similarities, iteration, symmetry, and isometries. This chapter will contain the following concepts: The Fibonacci Sequence, Golden Rule, Fractals, Isometries, and Symmetric Patterns. 

By the end of this chapter, you will be able to:

• Explore the Fibonacci sequence and Golden Ratio in nature and art

• Identify different properties of fractals and how they appear in real-life situations

• Recognize different isometries and patterns