Let's do this problem.
It's a basic problem, but it helps us to solidify our fundamentals in the figure or line segments.
BQ, QR, Orris and SD are making the letter W now.
It's given Picou is parallel to ours and QR is parallel to steep.
If the angle between BQ and QR is thirty nine degree, that's this angle over here.
Find the value of X and Y.
Was the video give it a try and then let's do it together.
All right, we are back.
I hope you've given it a try, it's given that BQ is parallel to ours so we can integrate it like this.
If you see these type of arrows, it indicates that these two lines are parallel.
It's also given that QR is permitted to Steve.
All right, now over here, you can see that Angle X is equal to angle P, Q are these two angles will
be equal, right?
Because they are alternate interior angles right over here.
These two angles are alternating deeter angles.
Therefore, the value of X is equal to thirty nine.
Right.
These two lines are parallel.
Q Are is acting as a transversal.
Therefore this angle over here and this angle over here are alternating angles and we know they're equal
because these two lines are parallel.
Similarly, you can see that Curis parallel to Estie and Otter's is acting as the transversal.
Therefore X will be equal to Y because they are also alternate interior angles.
Therefore, X and Y both are equal to thirty nine degrees.