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Question
What can be done to make the given figure a fractal?
Statement 1: Each side of the polygon be divided into three parts and a triangle in outward direction replaces the middle part on each side of the polygon. This process is repeated infinitely many times for newly created sides.
Statement 2: Each side of the polygon be divided into three parts and a triangle in outward direction replaces the middle part on each side of the polygon. This process is repeated finitely many times for newly created sides.
What can be done to make the given figure a fractal?
Statement 1: Each side of the polygon be divided into three parts and a triangle in outward direction replaces the middle part on each side of the polygon. This process is repeated infinitely many times for newly created sides.
Statement 2: Each side of the polygon be divided into three parts and a triangle in outward direction replaces the middle part on each side of the polygon. This process is repeated finitely many times for newly created sides.
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Solution
The correct option is A Statement 1
Each side of the polygon be divided into three parts and a triangle in outward direction replaces the middle part on each side of the polygon.
When this process is repeated infinitely many times, a fractal is formed with the shape of a snowflake.
Note: Above figure has finite sides but we can visualise it in process of creating infinitely many side in similiar way.
It will result in a shape of infinite sides.
Each side of the polygon be divided into three parts and a triangle in outward direction replaces the middle part on each side of the polygon.
When this process is repeated infinitely many times, a fractal is formed with the shape of a snowflake.
Note: Above figure has finite sides but we can visualise it in process of creating infinitely many side in similiar way.It will result in a shape of infinite sides.
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