- Polar Functions
- Identity Functions
- A Quadratic Function
- Lastly, A polynomial Function
The piece is mainly 2 sets of spirals contained within a circle, divided by 2 identity functions, a quadratic function, and a polynomial function that have been limited to end at the perimeter of the circle.
The identity functions are going in the way they do, because they use the function 'y=x' which means when 'y' equals '1 then 'x' equals '1'. The other identity function is inverted using a negative sign(-) meaning what ever 'y' equals, 'x' is the negative of that.
The Polar Functions is a function that looks something similar to 'r=θ' which makes a spiral in a graphing calculator. Or another example of the function 'r=2' which makes circles rather than spirals.
Then the polynomial functions 'x^2' and 'x^4' which makes curves.