The Koch snowflake has 6 lines of symmetry due to its fractal structure. It also exhibits 3 rotational angles of symmetry: 120°, 240°, and 360°, repeating its shape at these intervals.
class 6 Mathematics Textbook Chapter 9 question answer
class 6 Mathematics Chapter 9 Symmetry solutions
The Koch snowflake has 6 lines of symmetry due to its symmetrical fractal pattern, with each line passing through the center and dividing the shape into equal mirrored halves. The snowflake also has 3 angles of rotational symmetry: 120°, 240°, and 360°, where it repeats itself after every 120° of rotation. This fractal design is self-similar at different levels of magnification, with each part of the snowflake mirroring the overall shape.
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