which of the following can be angles of a quadrilateral 72 degree , 69 degree,105 degree, 109 degree find the solution
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Question :
which of the following can be angles of a quadrilateral 72° , 69°,105°, 109° find the solution
Given :
72° , 69°,105°, 109°
To find :
solution
Solution :
sum of all angles of quadrilateral is 360°
= 72° + 69° + 105° + 109
= 355°
= 355 ≠ 360
=> it is not a quadrilateral
Extra information :
Parallologram : property : -
- opposite side are equal and parallel
- opposite angles are equal
Rectangle : property :
- opposite side are equal and parallel
- all angles are right angle (90°)
Square : property :
- opposite side are parallel
- all sides are equal
- all angles are right angle (90°)
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