Question

s
them
up
entirely
of
line
segments
.
Out
of
these
(
i
)
,
(
ii
)
,
(
iii
)
and
(
iv
)
are
also
surple
il from
matics,
What can you say? Are they closed? How does each one of them differ
from the other? (i), (ii), (iii), (iv) and (vi) are special because they are made
closed curves. They are called polygons.
So, a figure is a polygon if it is a simple closed figure made up entirely of
line segments. Draw ten differently shaped polygons.
a curve
simple
s
Do This
Try to form a polygon with
1. Five matchsticks.
2. Four matchsticks.
3. Three matchsticks.
(l) 4. Two matchsticks.
In which case was it not possible? Why?
E​

Answer 1

Answer:

4. two matchsticks is not possible.

Step-by-step explanation:

▪︎a polynomial is a figure with closed sides and by using only two matchsticks there is no way we can make a close figure.