Corresponding sides of two triangles are congruent. What is this condition known as?

SSS Postulate

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SAS Postulate

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ASA Postulate

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AAS Theorem

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according to postulate 4 all right angles are congruent . but when the sides are extended they cant be congruent so how do this postulate prove right

In the given figure, P is the midpoint of AB. If $∠ P A C = ∠ P B D,$ then which of the following are true?

Corresponding sides of two triangles are congruent. What is this condition known as?

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