[" 2.In figure,ray OE bisects "/_AOB" and OF is a ray opposite "],[" to OE.Show that "/_FOB=/_FOA" ."],[qquad (B_(" T "))/(F)]

In Figure, ray O E bisects /_A O B\ a n d\ O F is a ray opposite to O E . Show that /_F O B=\ /_F O A

In the given figure, ray OC is the bisector of angleAOB and OD is the ray opposite to OC. Show that angleAOD=angleBOD .

In Figure,rays OA,OB,OC, OD and OE have the common end point O .Show that /_AOB+/_BOC+/_COD+/_DOE+/_EOA=360^(@)

In the figure, OD is the bisector of /_ AOC , OE is the bisector of /_ BOC and OD bot OE . Show that the points A , O and B are collinear.

In the figure, OD is the bisector of /_ AOC, OE is the bisector of /_ BOC and OD bot OE. Show that the points A, O and B are collinear.

In the figure, seg AB~= seg AC , ray CE bisects /_ACB , ray BD bisects /_ABC . Prove that ray ED|| side BC .

In the figure, ray QS bisects /_PQR . PQ=7 , QR=5 , SR=2.5 and PS=a then the value of a is ……….

In fig. OD is the bisector of angleAOC , OE is the bisector of angleBOC and ODbotOE . Show that the points A,O and B are collinear

In the given figure, if ray Az bisects angleBADandangleDCB , then DeltaBAC is congruent to

In the given figure, rays OA, OB, OC and OD are such that /_AOB = 50^(@) , /_ BOC = 90^(@) , /_ COD = 70^(@) , and /_ AOD = x^(@) . Then, the value of x is