Final answer:
Without a visual diagram or additional information, it is challenging to determine which angle is equal to the sum of m∠SQR and m∠QRS. Geometric relationships between angles in diagrams are necessary to provide a definitive answer.
Step-by-step explanation:
To determine which angle has a measure equal to the sum of m∠SQR and m∠QRS, we would usually refer to a geometric diagram. However, without the visual context provided by the actual figures or additional descriptive information, it is challenging to provide a definitive answer. Generally, in a geometric diagram, when looking to find an angle that is equal to the sum of two other angles, we look for an angle that is adjacent to the two given angles, or we consider the use of angle properties such as those of a triangle or a polygon. For instance, if angles SQR and QRS are adjacent angles that lie along a straight line, their sum would be equal to the angle that encompasses both, forming a linear pair with the angle outside of them.
If angles SQR and QRS are part of a triangle, for example, another angle in that triangle would not be equal to their sum, as the sum of angles in a triangle is always 180 degrees. To directly answer this question, more information or a diagram is needed to assess the relationship between the given angles and those listed as potential answers.