In then the adjoining figure, `/_B = 70^@, /_C = 30^@, BD` and `CD` are the angular bisectors of `/_ABC` and `/_ACD` then value of `/_BOC`

If in a triangle ABC,CD is the angular bisector of the angle ACB then CD is equal to

In the adjoining figure, AB~=CD . Prove that arc AC ~=arc BD

In ABC, if /_B=60^(@),/_C=80^(@) and the bisectors of angles /_ABC and /_ACB meet at a point O, then find the measure of /_BOC .

In the adjoining figure, AB = AD and CB = CD. Is /_\ ABC ~= /_\ ADC ?,

In the adjoining figure ABI/CD.Find the value of x

In the adjoining figure, angle ABC=95^@ and angle DAC=35^@ , then find the value of angle ACD .

In the adjoining figure, angle ABC=95^@ and angle DAC=35^@ , then find the value of angle ACD .

In DeltaABC, /_ABC = 70^@, /_BCA = 40^@ . O is the point of intersection of the perpendicular bisectors of the sides, then the angle /_BOC is