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Answer:
CDB 85+ 60+x=180
so 35
ADB =60 alternative interior angle
Answered by
1
Answer:
AB || CD and BD is transversal
therefore ,
angleABD = angleCDB _________(1)
.....(Alt. Int. Angle)
Since ,ABCD is a llgm ,
so, angle A = angle C
angle C = 85°
Now , In ∆CBD ,
Angle( CBD + C + CDB ) = 180°
60° + 85° + CDB = 180°
145° + CDB = 180°
angleCDB = 180 - 145 = 35°
From eq. (1)
angle ABD = angle CDB = 35°
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