In quadrilateral DEFG, the angle opposite to angle E is angle
Answers
Step-by-step explanation:
1. Angle opposite to ∠EFG is ∠EDG
2. Angle opposite to ∠FGD is ∠FED
Step-by-step explanation:
In the given question,
A quadrilateral DEFG is given, such that the angles ∠DEF and ∠DGF do not have any common arm.
∠DEF and ∠DGF are the opposite angles of a given quadrilateral.
We can see that from the figure,
∠EDG and ∠EFG is the opposite angle to each other.
Also we can conclude that
∠EDG and ∠FED are the opposite angles of ∠EFG and ∠FGD respectively.
Hence,
1. Angle opposite to ∠EFG is ∠EDG
2. Angle opposite to ∠FGD is ∠FED
Given : Quadrilateral GFED
To Find : The opposite angle of the ∠E
1 ∠EDG
2 ∠DGF
3 ∠GFE
4 ∠DRG
Solution:
in Quadrilateral GFED
Opposite angles are
∠G and ∠E
∠F and ∠D
Hence opposite of ∠E is ∠G
∠G can be ∠DGF or ∠FGD
in given options ∠DGF is given
Hence The opposite angle of the ∠E is ∠DGF.
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