I in the incenter of `DeltaABC`. AI when produced meets the circumcircle of `DeltaABC` at D. If `/_ABC=35^@ and /_ACB=70^@` then find: (i)`/_IAB` (ii)`/_DBC` (iii)`/_BID`

I is the incentre of triangle ABC AI when produced meets the circumcircle of triangle ABC in D.If /_BAC=66^@ and /_ACB=80^@ Calculate (i) /_DBC (ii) /_IBC (iii) /_BID

In the given figure ,I is the incentre of triangle ABC . AI produced meets the circumcircle of the triangle ABC at point D. if angle BAC = 50^(@) and angle ABC = 70 ^(@) , find : (i) angle BCD (ii) angle ICD (iii) angle BIC (##SEL_RKB_ICSE_MAT_X_C17_E01_015_Q01.png" width="80%">

In the given I is the incentre of triangle ABC. AI produced meets the circumcircle of triangle ABC at point D. Given that angle ABC = 48^(@) and angle ACB = 72^(@), calculate: angle CBD

In the given I is the incentre of triangle ABC. AI produced meets the circumcircle of triangle ABC at point D. Given that angle ABC = 48^(@) and angle ACB = 72^(@), calculate: angle BCD

In DeltaABC , the angle bisector of angleBAC cut BC at D and meet the circumcircle of DeltaABC at E. If AB : AD = 3 : 5 then find AE : AC?

I is the incentre of Delta ABC , Produced AI bisects BC at D. Prove that Delta ABC is isosceles.

In the given I is the incentre of triangle ABC. AI produced meets the circumcircle of triangle ABC at point D. Given that angle ABC = 48^(@) and angle ABC = 72^(@), calculate: angle BIC

In the given I is the incentre of triangle ABC. AI produced meets the circumcircle of triangle ABC at point D. Given that angle ABC = 48^(@) and angle ABC = 72^(@), calculate: angle DCI

PT is a tangent to the circle at T. If /_ABC=70^(@) and /_ACB=50^(@) , calculate: (i) /_CBT (ii) /_BAT (iii) /_APT