Question

transversals
find the value of x.
image of intersecting lines with a 133° angle
options:
○ ( x = 133 )
○ ( x = 180 )
○ ( x = 47 )
○ ( x = 90 )

Explanation:

Answer:

Assuming the angle given is \(133^\circ\) and we're dealing with consecutive interior angles (or supplementary angles if lines are parallel), the supplementary angle would be \(180 - 133 = 47\). So the value of \(x\) is \(47\), corresponding to the option \(x = 47\).