In the given figure, AB||CD and if ∠CFE=90∘, then ∠FEB= __∘.
As stated in question AB||CD and if ∠CFE = 90∘, so ∠FEB is an alternate angle to ∠CFE which should be equal. So, ∠FEB=90∘.
In the given figure, AB||CD and if ∠CFE=90∘ , then ∠FEB=___ degree.
In the given figure, AB||CD and if ∠CFE=90∘, then ∠FEB= ___ degree.
In the given figure, ∠ACB=90o and CD⊥AB.
Prove that BC2AC2=BDAD.
In the given figure, AB = 15 cm, BC = 20 cm and CD = 7 cm. If ∠ABC = ∠ADC=90∘, then AD =____________cm