please see attachment ?on how to help with this assignment.?
When was the last time you had an art project in your math class??
?use a fractal art program to create a fractal image.
When developing your fractal image, you may create any type of fractal art, including Mandelbrot Sets, Julia Sets, fractal landscapes, or nature pictures made of self-replicating fractals. The option is yours. Be creative! Be sure to include the following elements in your submission:
1) An explanation of the mathematical algorithms, values, and software utilized to generate the fractal
2) Saint Leo color scheme, logos, or landscape
In addition, any comments or recommendations on this project for future students are greatly appreciated.
Since you are creating this image, you will own the copyright for the image you create. Digital watermarks on the image are acceptable (this allows evaluation versions of several programs to avoid purchase). Be sure to review the rubric for this project before submission. Once submitted, please vote for your favorite fractal using the discussion tool.
To help you get started, the links below include some software that might help.
Fractal Arts
??- They have many images and also a page with software available on the internet. The gallery might give you some ideas, and the software page has links to several programs that could be
useful.
Fractal Foundation
??- This site has some award-winning fractal art for inspiration. Also, it lists the software used. Some of this software is powerful but has a high learning curve.
Ultra Fractal
??- This appears to be a popular application for artwork. There is an evaluation version that includes a watermark, which is ugly but acceptable.
Download.com
??- This site has links to Fractal DRAW Pro and will perform self-replicating fractals. You can also find links to Genesis ll software that will create fractal landscapes.
? ? ?
Do not wait until the last minute to create your fractal. This project can be an enjoyable way to discover math if you give yourself some time to use the fractal image applications proficiently.
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?
?
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When
was
the
last
time
you
had
an
art
project
in
your
math
class?
use a fractal art program to create a fractal image.
When developing your fractal image, you may create
any type of fractal art, including
Mandelbrot Sets, Julia Sets, fractal landscapes, or nature pictures made of self
–
replicating fractals. The option is yours. Be creative! Be sure to include the following
elements in your submission:
1) An explanation of t
he mathematical algorithms, values, and software utilized to
generate the fractal
2) Saint Leo color scheme, logos, or landscape
In addition, any comments or recommendations on this project for future students are
greatly appreciated.
Since you are creating this image, you will own the copyright for the image you create.
Digital watermarks on the image are acceptable (this allows evaluation versions of
several p
rograms to avoid purchase). Be sure to review the rubric for this project
before submission. Once submitted, please vote for your favorite fractal using the
discussion tool.
To help you get started, the links below include some software that might help.
Fractal
Arts
–
They have many images and also a page with software available on
the inter
net. The gallery might give you some ideas, and the software page has links to
several programs that could be
useful.
Fractal
Foundation
–
This site has some award
–
winning fractal art for inspiration.
Also, it lists the software used. Some of this s
oftware is powerful but has a high
learning curve.
Ultra
Fractal
–
This appears to be a popular application for artwork. There is an
evaluation version that includes a watermark, which is ugly but acceptable.
Download.com
–
This site has links to Fractal DRAW Pro and will perform self
–
replicating fractals. You can also find links to Genesis ll software that will create
fractal landscapes.
Do not w
ait until the last minute to create your fractal. This project can be an
enjoyable way to discover math if you give yourself some time to use the fractal image
applications proficiently.
?
?
?
?
When was the last time you had an art project in your math class?
use a fractal art program to create a fractal image.
When developing your fractal image, you may create any type of fractal art, including
Mandelbrot Sets, Julia Sets, fractal landscapes, or nature pictures made of self-
replicating fractals. The option is yours. Be creative! Be sure to include the following
elements in your submission:
1) An explanation of the mathematical algorithms, values, and software utilized to
generate the fractal
2) Saint Leo color scheme, logos, or landscape
In addition, any comments or recommendations on this project for future students are
greatly appreciated.
Since you are creating this image, you will own the copyright for the image you create.
Digital watermarks on the image are acceptable (this allows evaluation versions of
several programs to avoid purchase). Be sure to review the rubric for this project
before submission. Once submitted, please vote for your favorite fractal using the
discussion tool.
To help you get started, the links below include some software that might help.
Fractal Arts – They have many images and also a page with software available on
the internet. The gallery might give you some ideas, and the software page has links to
several programs that could be
useful.
Fractal Foundation – This site has some award-winning fractal art for inspiration.
Also, it lists the software used. Some of this software is powerful but has a high
learning curve.
Ultra Fractal – This appears to be a popular application for artwork. There is an
evaluation version that includes a watermark, which is ugly but acceptable.
Download.com – This site has links to Fractal DRAW Pro and will perform self-
replicating fractals. You can also find links to Genesis ll software that will create
fractal landscapes.
Do not wait until the last minute to create your fractal. This project can be an
enjoyable way to discover math if you give yourself some time to use the fractal image
applications proficiently.
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?
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