In the construction of the perpendicular bisector of a given line segment, as shown in the figure below

$\Delta PMA\cong \Delta PMB$ by which congruence criterion?

In the construction of the bisector of a given angle, as shown in the figure below

ΔBEF $\cong$ ΔBDF by which congruence criterion?

In the given figure, if $\angle$ ABC = $\angle$ ADC and $\angle$ BAC = $\angle$ DAC, then by which postulate is $△ABC\cong △ADC$ ?

In the given figure, if OA = BO and OC = OD, then, $\Delta AOD$ $\cong$ $\Delta BOC$ by __ congruence rule.

Question 46

By which congruency criterion, the two triangles in the given figure are congruent?

a) RHS
b) ASA
c) SSS
d) SAS

In the given figure $AD$ is the bisector of $\angle A$ and $AB=AC.$ Then $△ACD$ and $△ADB$ are congruent by which criterion?