Question

In the quadrilateral PQRS, PR bisects angle P and angle R. Show that PQ=PS and QR=SR​

Answer 1

Answer:

!PQ= PS ( CONQRUENT PARTS OF A CONGRUENT TRIANGLE) c.p.c.t

!  QR = SR  ( CONQRUENT PARTS OF A CONGRUENT TRIANGLE) c.p.c.t

Step-by-step explanation:

! Draw the diagram and read my working.

! In triangle PQR AND TRIANGLE PSR

ANGLE RPS = ANGLE RPQ (GIVEN )

ANGLE PRS = ANGLE PRQ (GIVEN)

PR = PR (COMMON SIDE)

! THUS TRIANGLE PQR IS CONGRUENT TO TRIANGLE PSR BY (ANGLE SIDE ANGLE) A-S-A TEST

! THUS, PQ= PS ( CONQRUENT PARTS OF A CONGRUENT TRIANGLE) c.p.c.t

!  QR = SR  ( CONQRUENT PARTS OF A CONGRUENT TRIANGLE) c.p.c.t

HOPE YOU UNDERSTOOD !!

Answer 2

Answer:

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Step-by-step explanation:

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