In the adjoining figure, D E B C. Prove that (i) ar( A C D)=ar( A B E) (ii) ar( O C E)=ar( O B D...

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in given figure, O is the centre of the circle and BCD is tangent to it at C. Prove that angle BAC in given figure, O is the centre of the circle and BCD is tangent to it at C. Prove that angle BAC
In the adjoining figure, `angleDAB=angleABC` and `AD = BC` prove that `BD = AC`. In the adjoining figure, `angleDAB=angleABC` and `AD = BC` prove that `BD = AC`.
In the given figure, `AP ||BQ ||CR`. Prove that `ar(Delta AQC) = ar (DeltaPBR)` In the given figure, `AP ||BQ ||CR`. Prove that `ar(Delta AQC) = ar (DeltaPBR)`
In the adjoining figure, AB || DC. CE and DE bisects ∠BCD and ∠ADC respectively. Prove that AB = In the adjoining figure, AB || DC. CE and DE bisects ∠BCD and ∠ADC respectively. Prove that AB =
In the adjoining figure `BP_|_AC, CQ_|_AB, A-P-C,A-Q-B`, then prove that `DeltaAPB` and `DeltaAQC` In the adjoining figure `BP_|_AC, CQ_|_AB, A-P-C,A-Q-B`, then prove that `DeltaAPB` and `DeltaAQC`
In the adjoining figure, BD||CA, E is the midpoint of CA and `BD =(1)/(2) CA`. Prove that `ar(t In the adjoining figure, BD||CA, E is the midpoint of CA and `BD =(1)/(2) CA`. Prove that `ar(t
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in the adjoining figure, AB=AC and AD=AE. Prove that 1. `/_ADB=/_AEC` 2. `DeltaABD~=DeltaACE`... in the adjoining figure, AB=AC and AD=AE. Prove that 1. `/_ADB=/_AEC` 2. `DeltaABD~=DeltaACE`...