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### Problem 18:
Given:
- \( m \angle PQT = 51.5^\circ \)
- \( m \angle TQR = 48^\circ \)

We need to find \( m \angle PQR \).

From the diagram, \( \angle PQT \) is the sum of \( \angle PQR \) and \( \angle T

Use the diagram and the given angle measures to find the indicated angle measure.

Learn how to solve angle measures using supplementary and complementary angles. This problem involves finding unknown angles using the angle addition postulate and properties of angles, suitable for students in Grades 7-9.

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