Lines j and k are parallel. They are intersected by the transversals, l and m.

Answer:72
Step-by-step explanation:
72 and the angle to the top right of x are corresponding angles. This means they are the same. Using this, we can see that the same angle to the top right of x that we now know is 72 is also vertical to x. Vertical angles are also equal, so x = 72
The value of x is 72°
Parallel lines are lines in the same plane and of the the same distance.
The parallel line j and k are intersected by the transversals l and m.
Therefore, corresponding angles, alternate angles etc. can be formed.
Since the pair of parallel lines are cut by the transversal lines then the alternate exterior angles are congruent . Therefore,
x = ∠72°
∠x ≅ ∠72°(alternate exterior angles)
learn more on parallel lines: https://brainly.com/question/14380520?referrer=searchResults