In the given figure, `ABgtAC.` If BO and CO are the bisectors of `angleB and angleC` respectively then

In the adjoining figure BO and CO are the bisectors of angleCBD and angleBCE respectively. If AC gt AB , prove that OB gt OC .

In the adjoining figure BO and CO are the bisectors of angleCBD and angleBCE respectively. If AC gt AB , prove that OB gt OC .

In the given figure angleA= 40^(@) . If bar(BO) and bar(CO) are the bisectors of angleB and angleC respectively. Find the measure of angleBOC .

In the given figure angleA= 40^(@) . If bar(BO) and bar(CO) are the bisectors of angleB and angleC respectively. Find the measure of angleBOC .

In the given figure angleA= 40^(@) . If bar(BO) and bar(CO) are the bisectors of angleB and angleC respectively. Find the measure of angleBOC .

In the given figure angleA= 40^(@) . If bar(BO) and bar(CO) are the bisectors of angleB and angleC respectively. Find the measure of angleBOC .

In a triangle ABC , OB and OC are the bisector of angle angleB and angleC respectively . angleBAC = 60^@ . The angle angleBOC will be :

In the figure angleA = 64^(@), angleABC = 58^(@) . If BO and CO are the bisectors of angleABC and angleACB respectively of triangleABC , find x^(@) and y^(@) .

In fig. BO and CO are the bisectors of angleB and angleC respectively and AC > AB. Prove each of the following : OC>OB .