Question

BRAINLIEST

Which theorem or postulate can be used to proveΔRPQ≅ ΔRST?

Given R is the midpoint of QT and QT bisects PS at R.


A
SSS

B
SSA

C
SAS

D
There is not enough information to prove these triangles are congruent.

Answer 1

Answer:

Hey mate ...!! not sure but

I think it is SSS. option A

Answer 2

C.SAS

Step-by-step explanation:

R is the midpoint of QT

RQ=RT

PS bisects by QT at R

PR=RS

In triangle RPQ and triangle RST

RQ=RT

Reason: Given

PR=RS

Given

Angle QRP=Angle SRT

Reason: Vertical angles are equal

$\triangle$RPQ$\cong\triangle$RST

Reason: SAS Postulate

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