In the figure above ,AB is the perpendicular bisector of CD. Which of the following axioms best proves the congurence of `DeltaABC and DeltaABD` ?

In the following figure is CD the perpendicular bisector of AB ?

In the above figure, AB=BC=8 cm and AD=CD=10 cm, which axiom best proves the congruence of DeltaABD and DeltaCBD ?

From the following figure, prove that : AB gt CD

In the figure,PR is the angle bisector of /_APQ. Prove that AB|_(|CD)

In the figure, If AC=BD then prove that AB=CD.

In the given figure, AB and DE are perpendicular to BC. (i) Prove that DeltaABC~DeltaDEC

In the figure below, bar(BC)|| bar(EF),BC=EF and DF =AC . Which of the following congurency axiom(s) is // are suitable to prove that Delta BCA =Delta EFD ?