solve this please and send it as an attachment

Fractals: Koch Snowflake Activity Name One of the "classic" fractals is the Koch snowflake, named after Swedish mathematician Helge von Koch (1870-1924). The construction of the Koch snowflake begins with an equilateral triangle whose sides are one unit long. In the first iteration, a triangle with sides one-third unit long is added in the center of each side of the original. In the second iteration, a triangle with sides one-ninth unit long is added in the center of each side of the first iteration. Successive iterations continue this process indefinitely. Stage 0 and Stage 3 are shown below. Please draw stage 1 and stage 2. Stage 0 Stage 1 Stage 2 Stage 3 1. Complete the Table. Use the iteration for the Koch snowflake as described in this lab's Data to complete the following table. Stage Number of Sides Perimeter Area (exact) 0 3 3 1 2 3 2. Perimeter and Area. Using the results of Exercise 1, do you think it's possible for a closed region in the plane to have a finite area and an infinite perimeter? Explain your reasoning