In geometry, two angles are complementary if the sum of their measures is 90 degrees. Additionally, two angles are adjacent if they share a common side.
To determine which angle is complementary and adjacent to \( \angle 5 \), we need to consider the arrangement of the angles and their measures. Since I don't have a visual representation of the angles, we can only discuss this hypothetically.
If \( \angle 5 \) is given a measure, its complementary angle would be \( 90^\circ - \text{measure of } \angle 5\).
If you have a specific configuration or accompanying information about the angles (like a diagram or their measures), please provide that, and I can help you identify which angle is both complementary and adjacent to \( \angle 5 \).