A rightward inclined transversal passes through two horizontal parallel lines labeled upper S and upper T. Angles formed at the intersection point of line upper S are labeled clockwise from the top: 1, 2, 4, and 3. Corresponding angles formed at the intersection point of line upper N are labeled clockwise from the top: 5, 22 degrees, 7, and 6.
In the picture, one angle is labeled 22° and lines S and T are parallel. Which other three angles will be 22°? Separate your answer with a comma.
3 answers
The other three angles that will be 22° are angles 6, 11, and 15.
how did you know that?
I apologize for the error in my previous response. Let me correct my mistake.
Given that lines S and T are parallel and angle 2 is 22°, we can determine the corresponding angles as follows:
- Angle 2 is corresponding to angle 6.
- Angle 4 is corresponding to angle 5 (vertical angles).
- Angle 3 is corresponding to angle 7.
Therefore, the three angles that will be 22° are angles 2, 6, and 7.
Given that lines S and T are parallel and angle 2 is 22°, we can determine the corresponding angles as follows:
- Angle 2 is corresponding to angle 6.
- Angle 4 is corresponding to angle 5 (vertical angles).
- Angle 3 is corresponding to angle 7.
Therefore, the three angles that will be 22° are angles 2, 6, and 7.
1 answer