Trace each figure and draw the lines of symmetry, if any:
(a)
(b)
(c)
(d)
(e)
(f)
(a) Here,
At first,
We have to trace the figure
Thus,
Now,
We can obseve that
The given figure is an iscoceles triangle
Hence,
It will have only one line of symmetry.
(b) Here,
At first,
We have to trace the figure
Thus,
Now,
We can obseve that
The given figure has two squares having a common vertex.
Hence,
The figure will have two lines of symmetry.
(c) Here,
At first,
We have to trace the figure
Thus,
Now,
We can obseve that
The given figure has two squares with a common centre
Hence,
The figure will have four lines of symmetry.
(d) Here,
At first,
We have to trace the figure
Thus,
Now,
We can obseve that
The given figure is an octagonal
Hence,
It will have two lines of symmetry.
(e) Here,
At first,
We have to trace the figure
Thus,
Now,
We can obseve that
The given figure is not any specific figure
Hence,
It will have only one line of symmetry.
(f) Here,
At first,
We have to trace the figure
Thus,
Now,
We can obseve that
The given figure is a four cornered figure
Hence,
It will have four lines of symmetry.