Symmetry, Reflection and Rotation
A parallelogram has no rotational symmetry.
What is the order of rotational symmetry of a square? Give the angles of such rotations.
Let us rotate a square ABCD (given in fig. 1) through 90o,180o,270o90o,180o,270o and 360o360o to attain the position shown in Fig. 2, Fig. 3, Fig. 4 and Fig. 5 respectively.
Clearly, each of the four times, the figure fits onto itself. 3, Fig. 4 and Fig. 5 respectively.
So, it has a rotational symmetry of order 4.
A parallelogram has no rotational symmetry.
Which of the following figures have rotational symmetry? In case of rotational symmetry, find the order rotational symmetry.
Which of the following figures have rotational symmetry? In case of rotational symmetry, find the order rotational symmetry.
Which of the following figures have rotational symmetry? In case of rotational symmetry, find the order rotational symmetry.
Which of the following figures have rotational symmetry? In case of rotational symmetry, find the order rotational symmetry.
Which of the following figures have rotational symmetry? In case of rotational symmetry, find the order rotational symmetry.
Which of the following figures have rotational symmetry? In case of rotational symmetry, find the order rotational symmetry.
Which of the following figures have rotational symmetry? In case of rotational symmetry, find the order rotational symmetry.
Which of the following figures have rotational symmetry? In case of rotational symmetry, find the order rotational symmetry.
Which of the following figures have rotational symmetry of order greater than $$1$$?