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
Drawing General Ellipse with Python TurtleDrawing General Ellipse with Python Turtle
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
Drawing Ellipse with Parametric Equation in Python TurtleDrawing Ellipse with Parametric Equation in Python Turtle
We have several projects drawing ovals. Ellipse is not the same oval. An ellipse is a curve surrounding two focal points such that the sum of the distances to the two
Drawing Circle with Parametric EquationDrawing Circle with Parametric Equation
Although there is built in function to draw a circle in Turtle, let’s draw circles in a different way with parametric equation. The parametric equations for a circle is very
Lissajous Curve with Python TurtleLissajous Curve with Python Turtle
Lissajous Curve is a famous curve with both practical use and in art and design. It is generated by a simple parametric equation: In the equation above t is the
Butterfly Curve with Python TurtleButterfly Curve with Python Turtle
Use the following parametric equations to draw a butterfly curve. In the equation above t is the parameter of the equations. Let it range from 0 to 12π gradually with
Heart with Parametric Equation and Python TurtleHeart with Parametric Equation and Python Turtle
Use the following parametric equations to draw the following filled heart curve. The variable t is the parameter for the curve. Let t range from 0 to 2π with small
Drawing Parametric Curve with Python TurtleDrawing Parametric Curve with Python Turtle
Parametric equations provides a convenient way to draw curves. We will use the following parametric equation in this project. In the equations above, t is the parameter. Let is range
Computing Sine and Cosine with Python TurtleComputing Sine and Cosine with Python Turtle
Sine function of an angle θ is defined by the ratio of the length of the side of the triangle opposite to the angle and the length of the hypotenuse in a
Animating Sine Wave Drawing with Python TurtleAnimating Sine Wave Drawing with Python Turtle
Sine function of an angle θ is defined by the ratio of the length of the side of the triangle opposite to the angle and the length of the hypotenuse