The Sulba Sutras are a collection of ancient Indian texts that deal with geometry and mathematics, particularly in the context of constructing altars and performing rituals.

The number '108' holds cultural and religious significance in India. It is associated with various aspects, including the number of beads in a traditional mala used for meditation, the number of major Upanishads, and the number of steps in a traditional Indian wedding ceremony.

The golden ratio, also known as the divine proportion, is frequently employed in Indian art and architecture to create aesthetically pleasing and harmonious compositions.

The traditional Indian mandala is a geometric design that often incorporates elements of symmetry, fractals, and infinity. These mathematical concepts contribute to the mandala's intricate and visually appealing patterns.

Brahmagupta's formula is an ancient Indian mathematical formula used to calculate the area of a circle. It states that the area of a circle is equal to the square of its radius multiplied by pi (π).

The design of the Taj Mahal incorporates elements of symmetry, fractals, and the golden ratio. These mathematical principles contribute to the mausoleum's aesthetically pleasing and harmonious appearance.

Aryabhata, an ancient Indian mathematician, is credited with developing the concept of the zero. His work laid the foundation for the modern number system.

The traditional Indian game of Pachisi incorporates elements of probability, combinatorics, and game theory. These mathematical concepts contribute to the game's strategic and challenging nature.

The Fibonacci sequence was developed by the Italian mathematician Fibonacci. However, the concept was known in India long before Fibonacci's time, and Indian mathematicians had extensively studied its properties.

The design of the Konark Sun Temple incorporates elements of symmetry, fractals, and the golden ratio. These mathematical principles contribute to the temple's visually stunning and harmonious appearance.

The Pascal's triangle was developed by the French mathematician Pascal. However, the concept was known in India long before Pascal's time, and Indian mathematicians had extensively studied its properties.

The traditional Indian art form of Rangoli incorporates elements of symmetry, fractals, and the golden ratio. These mathematical principles contribute to the Rangoli's intricate and visually appealing patterns.

The Pythagorean theorem was developed by the Greek mathematician Pythagoras. However, the concept was known in India long before Pythagoras's time, and Indian mathematicians had extensively studied its properties.

The design of the Brihadeeswarar Temple incorporates elements of symmetry, fractals, and the golden ratio. These mathematical principles contribute to the temple's visually stunning and harmonious appearance.

The Lagrange's formula was developed by the Italian mathematician Lagrange. However, the concept was known in India long before Lagrange's time, and Indian mathematicians had extensively studied its properties.