Epicycloid is a curve that is formed by tracing a fixed point on the circle that is rolling around outside a static circle. Animate this tracing steps with Python Turtle.
Epicycloid is a curve that is formed by tracing a fixed point on the circle that is rolling around outside a static circle. Animate this tracing steps with Python Turtle.
Hypocycloid is a curve that is formed by tracing a fixed point on the circle that is rolling inside a larger circle. Animate this tracing steps with Python Turtle. Also
Combine Vogel’s Model with Mosaic Projects to draw a mosaic Vogel’s model with Python Turtle.
This project is combination of butterfly curve and mosaic project. Figure out how to combine the two to draw a mosaic Butterfly Curve.
This project is combination of Lissajous Curve Project and mosaic project. Figure out how to combine the two to draw a mosaic Lissajous Curve.
This project is combination of heart curve project and mosaic project. Figure out how to combine the two to draw a mosaic heart curve.
You drew an ellipse with parametric equation. Animate the drawing process with different values of a and b.
We drew a Lissajous Curve with fixed value for k1 (3) and k2 (2). Lets gradually change k1 from 0 to 3 and draw each one of them to generate
We drew an ellipse centered at origin without tilt. In this project, we will draw a general ellipse that can be centered at any location and any tilt angle. The
We have several projects drawing ovals. Ellipse is not the same oval. AnĀ ellipse is a curve surrounding two focal points such that the sum of the distances to the two