In △ABC and △XYZ,
(i) ∠ ABC = ∠XYZ ......(given)
(ii) BC = YZ ......(given)
(iii) ∠ ACB = ∠ XZY ......(given)
⇒ △ABC≅△XYZ ......(ASA Postulate)
In △ABC and △XYZ, if BC = YZ, ∠ABC=∠XYZ and ∠ACB=∠XZY,, then by which postulate is △ABC≅△ZXY ?
In △ ABC and △ XYZ, if AB = XY, BC = YZ and ∠ ABC = ∠XYZ = 90∘, then by which postulate is △ABC ≅△XYZ ?
In △ABC and △XZY, if AB = XZ, BC = ZY and CA = YX, then by which postulate is △ABC congruent to △XZY ?