What are all the angles in the figure that are congruent to $$ \angle 27 $$ $$ \angle 1,27,18 $$ $$ \angle 3, \angle 5, \angle 8 $$ $$ \angle 3, \angle 6, \angle 7 $$ $$ \angle 4 . \angle 6, \angle 8 $$ DONE

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1. Since the diagram shows several congruent angles, we identify that the angle congruent to $$ \angle 27 $$ must appear in angles forming either vertical, alternate interior, or corresponding pairs.
2. Careful analysis of the intersections and parallel line configurations (as indicated in the figure) reveals that the angles that match this description are $$ \angle 3 $$, $$ \angle 6 $$, and $$ \angle 7 $$.
3. Therefore, the complete set of angles congruent to $$ \angle 27 $$ is  
   $$
   \angle 3, \angle 6, \angle 7.
   $$
The angles congruent to $$ \angle 27 $$ are $$ \angle 3 $$, $$ \angle 6 $$, and $$ \angle 7 $$.

What are all the angles in the figure that are congruent to

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