The Koch snowflake is formed by making an equilateral triangle of 3 congruent Koch curves at...

The Koch snowflake is formed by making an equilateral triangle of 3 congruent Koch curves at each stage of the iteration. The perimeter of this snowflake is infinite based on the Koch curve results, while its area is finite.

Convince the reader that the following is true. Justify with algebra that (1) the Koch snowflake has an infinite perimeter as n approaches infinity and that (2) the Koch snowflake has a finite area as n approaches infinity.

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milcah answered 2 years ago

How to approximate smooth functions over koch snowflake? Please provide in details

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