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ABCD is a parallelogram in which DCB and ABC are in ratio 2:7. Find the sum of ABD and ADB.
ABCD Is A Parallelogram In Which ∠DCB And ∠ABC Are In Ra...
Options:
A .  40∘
B .  50∘
C .  70∘
D .  140∘
Answer: Option D
:
D
ABCD Is A Parallelogram In Which ∠DCB And ∠ABC Are In Ra...
DCB+ABC=180
[Adjacent angles of a parallelogram are supplementary]

2t+7t=180
[DCB and ABC are in ratio 2:7]

t=20
DCB=2t=2×20=40
and ABC=7t=7×20=140
Now, DAB=DCB=40
[Opposite angles of a parallelogram are equal]

DAB+ADB+ABD=180
[Sum of the angles of a triangle]
40+ADB+ABD=180
ADB+ABD=140

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