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Find the number of lines of symmetry for each of the following shapes :
"
Given:
$l$ is the line of symmetry.
To do:
We have to find the number of lines of symmetry for each of the given shapes.
Solution:
Line of Symmetry:
It is a line that divides the figure into two symmetrical parts in such a way that the figure on one side is the mirror image of the figure on the other side.
Therefore,
(a)
From the above figure, we can observe that there are four lines of symmetry for the figure.
(b)
From the above figure, we can observe that there are four lines of symmetry for the figure.
(c)
From the above figure, we can observe that there are four lines of symmetry for the figure.
(d)
From the above figure, we can observe that there is only one line of symmetry for the figure.
(e)
From the above figure, we can observe that there are six lines of symmetry for the figure.
(f)
From the above figure, we can observe that there are six lines of symmetry for the figure.
(g)
From the above figure, we can observe that there is no line of symmetry for the figure.
(h)
From the above figure, we can observe that there is no line of symmetry for the figure.
(i)
From the above figure, we can observe that there are five lines of symmetry for the figure.
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