Instructions

Recursive graphics. Koch_YI.java takes a command-line argument n and draws a Koch curve of order n. A Koch curve of order order 0 is a line segment. To form a Koch curve of order n:
Draw a Koch curve of order n−1
Rotate 60° counterclockwise
Draw a Koch curve of order n−1
Rotate 120° clockwise
Draw a Koch curve of order n−1
Rotate 60° counterclockwise
Draw a Koch curve of order n−1
Below are the Koch curves of order 0, 1, 2, and 3.

As the order of the curve increases, how is the area inside the curve affected? Modify the Koch ADT to include a method that implements the area computation to assist you in answering the question.
Document clearly your proof.
Find these classes in the folder on the left side navigation:
A link should point you to all the code and the Standard Libraries
Koch.java
Turtle.java

Link to Khan Academy suggested by students:
https://www.khanacademy.org/math/geometry-home/geometry-volume-surface-area/koch-snowflake/v/area-of-koch-snowflake-part-2-advanced

WARNING: Documentation is 20% of your grade.