In the diagram below, the horizontal lines are parallel. Find the value of x

Answer:
x = 128 degrees
Step-by-step explanation:
all triangles contain 180 degrees
the upper left corner angle is 52 degrees because 180 -90 - 38 = 52.
angle x is supplementary to 52 degrees so x = 180 -52 = 128 degrees
Answer:
x = 128°
Step-by-step explanation:
the interior ∡ (created by the 2 parallel lines) adjacent to the 38° ∡ measures 142°
therefore, we know the measure of the alternate interior and exterior angles created by the parallel lines as well
the second 38° ∡ is vertical to the top angle of the little right triangle, so the angle that forms a linear pair with 'x' is 180-(90+38), or 52°
therefore, m∡x = 180-52, or 128°