Art.javaIn this part you will create a program Art.java that produces a recursive drawing of the design attached in the picture. RequirementsArt.java must take one (1) integer command-line argument n that controls the depth of recursion.Your drawing must stay within the drawing window when n is between 1 and 7. (The autograder will not test values of n outside of this range.)You may not change the size of the drawing window (but you may change the scale). Do not add sound.Your drawing can be a geometric pattern, a random construction, or anything else that takes advantage of recursive functions.Optionally, you may use the Transform2D library you implemented in Part 1. You may also define additional geometric transforms in Art.java, such as sheer, reflect across the x- or y- axis, or rotate about an arbitrary point (as opposed to the origin).Your program must be organized into at least three separate functions, including main(). All functions except main() must be private.call one or more Transform2D methodshave multiple recursive methods help_outlinefullscreen

Explanation : Note : For simplicity purpose I have drawn lines just 300 times You can change it…

Answered: Art.java In this part you will create a…

7th Edition

ISBN:9780133594140

Author:James Kurose, Keith Ross

Publisher:James Kurose, Keith Ross

Chapter1: Computer Networks And The Internet

Section: Chapter Questions

Problem R1RQ: What is the difference between a host and an end system? List several different types of end...

In this part you will create a program Art.java that produces a recursive drawing of the design attached in the picture.

Art.java must take one (1) integer command-line argument n that controls the depth of recursion.
Your drawing must stay within the drawing window when n is between 1 and 7. (The autograder will not test values of n outside of this range.)
You may not change the size of the drawing window (but you may change the scale). Do not add sound.
Your drawing can be a geometric pattern, a random construction, or anything else that takes advantage of recursive functions.
Optionally, you may use the Transform2D library you implemented in Part 1. You may also define additional geometric transforms in Art.java, such as sheer, reflect across the x- or y- axis, or rotate about an arbitrary point (as opposed to the origin).
Your program must be organized into at least three separate functions, including main(). All functions except main() must be private.
call one or more Transform2D methods
have multiple recursive methods