Question

answer fast please

Paper is in 24hrs.​

Answer 1

Hey mate, the question is very easy. ...

In ∆ PSR and ∆ RSP,

Angle QPR = Angle PRS as they are alternate angles.

Similarly, Angle SPR = Angle PRQ as they are alternate angles.

PR = PR ( common).

Hence the triangles are congruent by ASA congruency.

Hope this helps you.

Best of luck for your exam tomorrow.

If you have any more doubts, ask.

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Answer 2

Step-by-step explanation:

PQRS is a parallelogram

so, PQ=RS & PS=RQ

in triangle PQR & RSP

PR = PR (common )

PQ = RS

PS = RQ

∴ By SSS Criteria they are congruent

pls mark as brainliest