Question

☺☺☺Heya mates......!

Plz help me
Solve this one for me....

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Answer 1

Answer:

Hey Mate..

Step-by-step explanation:

SP = RQ , RP = SQ

To prove , RT = ST

In ΔQRS and ΔPSR

→ SR = SR

→RQ = SP

→SQ = RP (i) Common side

→From given

→From given . ΔQRS≅ ΔPSR By S.S.S fact .

→QSR = PSR

→Corresponding angles of congruent triangles.

→RT = ST  Being TSR = TRS

Thank You..

Mark as Brainlist..

Answer 2

Answer :

Step-by-step explanation :

Given :

SP = RQ

RP = SQ

To Prove :

RT = ST

Proof :

In ΔQRS and ΔPRS

RQ = SP      (given)

SQ = RP      (given)

RS = RS      (common)

∴ ΔQRS ≅ ΔPRS    ( SSS congruency )

Hence,

We know that, corresponding parts of the congruent triangle are equal.

RT = ST      (CPCT)

Hence, it is proved.