M 3. In the given figure, if PO = ST, QU - TR. PQ 1 OT and ST I Tg, then prove that S PR = SU.
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From triangle PQR and triangle STU,
PQ=ST (Given)
Angle PQR= Angle STU= 90 degree (Given)
QU=TR (Given)
Adding UR on both the sides we get,
QU+UR=TR+UR
=>QR=TU
Therefore, by SAS axiom the two triangle are congruent.
Therefore, PR=SU (corresponding sides of a congruent triangles are equal)
Marl me the brainliest
PQ=ST (Given)
Angle PQR= Angle STU= 90 degree (Given)
QU=TR (Given)
Adding UR on both the sides we get,
QU+UR=TR+UR
=>QR=TU
Therefore, by SAS axiom the two triangle are congruent.
Therefore, PR=SU (corresponding sides of a congruent triangles are equal)
Marl me the brainliest
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