6. which set demonstrates self - similarity and infinite complexity in fractal geometry?\n a. newton set\n…

6. which set demonstrates self - similarity and infinite complexity in fractal geometry?\n a. newton set\n b. mandelbrot set\n c. euler set\n d. pythagorean set\n7. who made significant contributions to the field of color theory, particularly in art and design?\n a. max planck\n b. galileo galilei\n c. albert einstein\n d. johannes itten

6. which set demonstrates self - similarity and infinite complexity in fractal geometry?\n a. newton set\n b. mandelbrot set\n c. euler set\n d. pythagorean set\n7. who made significant contributions to the field of color theory, particularly in art and design?\n a. max planck\n b. galileo galilei\n c. albert einstein\n d. johannes itten

Answer

Answer:

  1. B. Mandelbrot set
  2. D. Johannes Itten

Brief Explanations:

  1. The Mandelbrot set is well - known in fractal geometry for its self - similarity and infinite complexity.
  2. Johannes Itten made significant contributions to color theory in art and design.