The value of x is 48° representing the angle on the transversal plane.
How to find a value?
When a transversal crosses parallel lines, consecutive interior angles add up to 180°. Then, find x by subtracting 132° from 180°:
x = 180° - 132°
The calculation for the value of x is:
x = 180° - 132°
When subtract 132° from 180°:
x = 180° - 132°
x = 48°
So the angle x is 48°.
The value of the angle x is 48°. This is because it forms a pair of consecutive interior angles with the given 132° angle, and these angles sum to 180° when a transversal intersects parallel lines.
Complete question:
Below are two parallel lines with a third line intersecting them. Two parallel lines with a third line intersecting each line. Where the third line crosses the left most parallel line, the top, left angle measure is x degrees. Where the third line crosses the right most parallel line, the bottom, right most angle measure is 85 degrees.