Find X: Angle Measurement with Parallel Lines and 154°

Question

What is the value of X given that the angles are between parallel lines?

XXX154154154

Video Solution

Solution Steps

00:00 Find X
00:02 The lines are parallel according to the given
00:06 Corresponding angles are equal between parallel lines
00:16 The sum of angles on a line equals 180
00:22 Let's solve to find X
00:33 And this is the solution to the question

Step-by-Step Solution

The angle X given to us in the drawing corresponds to an angle that is adjacent to an angle equal to 154 degrees. Therefore, we will mark it with an X.

Now we can calculate:

x+154=180 x+154=180

x=180−154=26 x=180-154=26

Answer

26°

More Questions

Related Subjects

Angles In Parallel Lines Collateral angles Adjacent angles Vertically Opposite Angles Alternate angles Corresponding angles Sides, Vertices, and Angles

Question Types

Angles in Parallel Lines: Generate a random angle