**Part B – What is the measure, in degrees, of ∠PQR? Enter your answer in the box. [_________]****Diagram Explanation:**The diagram consists of a circle centered at point T. On the circumference of the circle, points P, Q, and R are marked. From point S, which is outside the circle, a line segment intersects the circle at point P and continues to point R. Another line segment extends from S to Q, creating an intersection at P, forming angle ∠PSQ which is marked as 44°. These line segments (SP and SQ) appear to be tangents to the circle.The objective is to determine the measure, in degrees, of ∠PQR, which is an angle within the circle subtended by points P and R and observed from point Q.**Steps to Solve:**1. Understand that ∠PSQ is an exterior angle to the circle formed by the tangents SP and SQ.2. Use the properties of tangent lines and circles to relate ∠PSQ to the internal angle ∠PQR.3. Calculate the measure of ∠PQR using geometric principles.Enter your answer in the provided text box on the Educational website.

Name: **Part B – What is the measure, in degrees, of ∠PQR? Enter your answe
Uploaded: 2024-03-20T06:47:08.000Z
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Description: **Part B – What is the measure, in degrees, of ∠PQR? Enter your answer in the box. [_________]****Diagram Explanation:**The diagram consists of a circle centered at point T. On the circumference of the circle, points P, Q, and R are marked. From poi