in figure GM and HL are bisector of angle AGF and angle GHD respectively such that GH II HL show that AB II CD
Attachments:
Answers
Answered by
2
Hello user
Since the are angle bisector and GH II HL
So,
angle MGH = Angle LHG
2× angle MGH = 2Angle LHG
So angle DHG = angle AGH
Since they are alternate angles
So , AB II CD
Since the are angle bisector and GH II HL
So,
angle MGH = Angle LHG
2× angle MGH = 2Angle LHG
So angle DHG = angle AGH
Since they are alternate angles
So , AB II CD
Answered by
1
Hey mate..........
here is ur answer........
Angle bisector , GH II HL
Angle MGH = Angle LHG
Multiplying 2 on both the sides......
2 × MGH = 2 × LHG
DHG = AGH
Alternate angles pairing.....
AB II CD
hope it helps....
be brainly
here is ur answer........
Angle bisector , GH II HL
Angle MGH = Angle LHG
Multiplying 2 on both the sides......
2 × MGH = 2 × LHG
DHG = AGH
Alternate angles pairing.....
AB II CD
hope it helps....
be brainly
Similar questions