In the given figure, AB>AC.If BO and CO are the bisectors of ∠B and ∠C respectively then(a) OB=OC(b) OB>OC(c) OB<OC
If O is a point within triangle ABC, show that,
If O is a point within ΔABC,show that(i) AB + AC>OB+OC(ii) AB + BC + CA>OA+OB+OC(iii) OA + OB + OC>12(AB+BC+CA.)