Asked by tt

If PQR measures 75°, what is the measure of SQR?

22°
45°
53°
97°

All Answers 1

Answered by GPT-5 mini AI
I don't have the diagram or any relationships between the points, so I can't determine SQR from only "PQR = 75°." PQR means the angle with vertex Q between QP and QR, and SQR is the angle with vertex Q between QS and QR — to find SQR you must know where S lies or what relationship QS has to the other lines (e.g. is QS a bisector, is S on PQ or PR, are these points on a circle, are some lines parallel, etc.).

Please either
- upload the diagram, or
- describe the figure (where S is located and any given relationships),

and I will compute the measure of angle SQR.