In a previous project, you drew Archimedean Spiral, in which radius increase linearly with the angle. In Fermat’s spiral, radius increases in proportion to the square root of the angle.
Use recursion to draw the following snowflake shape generated from 6 sub-fractals of splitting lines. The following figures show recursion depths ranging from 0 to 4. Solution: To solve this
Draw the 50 random isosceles trapezoids with random locations, random sizes, and random filled colors. Hints: Create a function that draws isosceles trapezoids given position, direction, height, base and top