To draw the quadric Koch curve (one of many variations of the snowflake curve), begin with a horizontal line segment and then divide each line segment into four equal pieces. Replace the second piece with three line segments of equal length that make the shape of a square above the original piece. Replace the third piece with three line segments making a square below the original piece. Complete parts (a) through (c) below. a. Determine the relationship between N and R for the quadric Koch curve. When the ruler size is reduced by a factor of R = 4 , there are N = 8 times as many elements. b. What is the fractal dimension of the quadric Koch curve? (Type an integer or a decimal.)