In the given figure, $$l \parallel m$$​ and $$p \parallel q$$​. The value of x is:

Correct option is C

Given:

Given $$l \parallel m$$​ and $$p \parallel q$$​​

Given angle = $$104^o$$​​

Formula Used:

Corresponding angles are formed when two parallel lines are intersected by a transversal

Solution:

As shown in the marked figure:

​$$\angle AOB = 104^o$$​  (given)

​$$\angle AHK = \angle AOB = 104^o$$​  (corresponding angles)

​$$\angle KHJ = 180^ o - 104^ o = 76^o$$​ (linear pair)

​$$x= \angle KHJ = 76^o$$​(corresponding angles)