Question

what is the measure of angle prq​

Answer 1

Answer:

Step-by-step explanation:

Angle PBQ+Angle PQD=180°(Co.int.angles)

PR and QR are bisectors of Angle PBQ and ANGLE PQD

Thus,

Angle RPQ+Angle RQP=1/2(Angle PBQ+Angle PQD?)

Angle RPQ+Angle RQP=90°

In triangle PRQ

Angle RQP+Angle RPQ+Angle PRQ=180°(Angle sum property)

90°+Angle PRQ=180°

Angle PRQ=90°

2 PRQ=180°