A 20 Year Old's Ingenuity Captured Our Attention For Centuries

The 6 main branches represent 3 lines of symmetry. The six spaces between them are also 3 lines of symmetry.

If we observe, the "snowflake" FORMS a hexagon!

Hence, lines of Symmetry....!

Line of symmetry means an imaginary line that devides any body into two reflective halves . In this problem ,the branches & spaces represent 6 lines of symmetry in total .

nof of sides= no of lines of symmetry

3 lines of symmetry for the lines which we are seeing in the photo and 3 lines for middle of them

A line of symmetry is aline where we can flip up 2 half's of identical shapes of an object . Looking to the picture, we can make 6 lines of symmetries.

Picture represents 6 lines of symmetry, b coz every line middle of the picture divides 2 lines at the edge of pattern. Hence, It implies Six lines

6 lines of symmetry, there are 6 lines

Line of symmetry from each branch to it's opposite and between spaces in the same way. So 6.

6

The solution is 6 lines of symmetry as per me

The problem solution has a total of 6 lines of symmetry. Three from the lines on the Koch Snowflake picture itself and three from the non-sided sides. Thus making a total of (3+3)= 6 sides.. Moreover this shape is so fascinating that the Koch Snowflake has infinite no. of sides as well as infinite perimeter but a definite area...

we can make 6 lines of symmetries