0
You visited us 0 times! Enjoying our articles? Unlock Full Access!
Question

In the figure OA = OB and OD = OC Show that
(a) AODBOC
(b) AD || BC

1047609_035344fcd25f4d5a99045d92472ee627.png

Solution
Verified by Toppr

InAOD&BCO
=>OD=OC (given)
OA=OB(given)
AOD=COB (vertically opposite)
=>AODBOC
OAD=OBC(angles corresponding to congruent sides)
[ AD & BC make equal angles with the same line AB]
HenceAD||BC

Was this answer helpful?
49
Similar Questions
Q1
In the figure OA = OB and OD = OC Show that
(a) AODBOC
(b) AD || BC

1047609_035344fcd25f4d5a99045d92472ee627.png
View Solution
Q2
In fig. 7.8,OA=OB and OD=OC. Show that (i) ΔAODΔBOC and (ii) AD||BC.
1277152_ffe2cd201bd6499a8432dc3339398d79.png
View Solution
Q3
In the given figure, AB and CD intersect at O,OA=OB and OD=OC. Show that AODBOC.
569906.jpg
View Solution
Q4
In the given figure, if OA = OB and OC = OD, then AODBOC by ____ criterion of congruency.


View Solution
Q5
In the above figure, if OA = OB, OD = OC then ΔAODΔBOC by congruence rule :
84875_a19f92b5737c40a7b69b7eda2bfed6bb.png
View Solution