Question
Draw an angle of measure $45^\circ $ and bisect it.

$OC$ is the required bisector of $45^\circ $ angle.
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| Shape | Rough figure | Number of lines of symmetry |
| Equilateral Triangle | ![]() |
|
| Square | ||
| Rectangle | ||
| Isosceles Triangle | ||
| Rhombus | ||
| Circle |
| Measures of Triangle | Type of Triangle |
| $(a)$ $3$ sides of equal length | $(i)$ Scalene |
| $(b)$ $2$ sides of equal length | $(ii)$ Isosceles right angled |
| $(c)$ All sides are of different length | $(iii)$ Obtuse angled |
| $(d)$ $3$ acute angles | $(iv)$ Right angled |
| $(e)$ $1$ right angle | $(v)$ Equilateral |
| $(f)$ $1$ obtuse angle | $(vi)$ Acute angled |
| $(g)$$1$ right angle with two sides of equal length | $(vii)$ Isosceles |

|
Dealer
|
Saya
|
Bagga Links
|
$D.D$ Motors
|
Bhasin Motor
|
Competent Motors
|
|
Cars Sold
|
$60$
|
$40$
|
$20$
|
$15$
|
$10$
|
