**Extra Example 2****Problem:** Find the measure of each arc.The diagram is a circle with center \( O \) and points \( P, Q, R, \) and \( S \) on the circumference. The lines \( OP \), \( OQ \), \( OR \), and \( OS \) are radii of the circle, thereby connecting the center \( O \) to these points on the circle.There is a right angle marked at \( O \) between \( OP \) and \( OQ \), indicating a 90° angle. There is also an angle of 35° marked at \( S \), formed between radian \( OS \) and \( OR \).**a. Arc \( \overset{\frown}{SQ} \)****b. Arc \( \overset{\frown}{RPQ} \)****c. Arc \( \overset{\frown}{PRS} \)****Diagram Explanation:**- The circle is centered at point \( O \).- \( \angle POQ \) is marked as a right angle (90°).- \( \angle SOR \) is marked as 35°.- The arcs to be measured are labeled as part of the circle between specified points.

Name: **Extra Example 2****Problem:** Find the measure of each arc.The diag
Uploaded: 2024-03-20T06:46:14.000Z
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Description: **Extra Example 2****Problem:** Find the measure of each arc.The diagram is a circle with center \( O \) and points \( P, Q, R, \) and \( S \) on the circumference. The lines \( OP \), \( OQ \), \( OR \), and \( OS \) are radii of the circle, thereb