Question

In the given figure, AP = BQ, PR = QS. Show that APS ≅ BQR:​

Answer 1

Answer:

IN ∆APS and ∆BQR

AP = BQ ( given )

angle APS = angle BQR ( 90° )

PR + RS = QS + RS ( adding RS both side )

PS = QR ( proved )

therefore ,

∆APS =~ ∆BQR ( by ASA congurancy )

HENCE PROVED .....

HOPE YOU CAN UNDERSTAND ❤️❤️❤️❤️

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Answer 2

Step-by-step explanation:

AP = BQ (given)

angle APS = angle BQR (90°)

PR = QS (given)

Hence, by SAS

APS congruent to BQR.

Sorry my keyword doesn't have sign of congruentcy .

but l hope you understand. ❤️