Give the order of rotational symmetry for each figure: |
(a) ![]() |
(b) ![]() |
(c) ![]() |
Answer:
Let us mark a point A on each figure and also indicated the angle through which the figure is to be rotated as under: (a)
(b)
(c)
Now to find the rotational symmetry, we proceed as under: In figure (a): It requires two rotations, each through an angle of 180°, about the marked point (×) to come back to its original position. So, its rotational symmetry is of order 2. In figure (b): It requires four rotations, each through an angle of 90°, about the marked point (×) to come back to its original position. So, its rotational symmetry is of order 4. In figure (c): It requires three rotations, each through an angle of 120°, about the marked point (×) to come back to its original position. So, its rotational symmetry is of order 3.
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