By the property of parallel lines, alternate interior angles are congruent. Therefore, the other three angles that will be 22° are the alternate interior angles to the given 22° angle.
These three angles are:
1) The angle formed by line S, above the given 22° angle.
2) The angle formed by line T, below the given 22° angle.
3) The angle formed by line T, above the given 22° angle.
So, the other three angles that will be 22° are: 22°, 22°, 22°.
In the picture, one angle is labeled 22° and lines S and T are parallel. Which other three angles will be 22° ? Separate each angle number with a comma.
(1 point)
3 answers
can you check again please because you are wrong.
Apologies for the incorrect response. From the given information, we know that lines S and T are parallel, and one angle is labeled 22°.
When two parallel lines are intersected by a transversal, corresponding angles are congruent.
Therefore, the other three angles that will be 22° are:
1) The angle formed by line S, above the given 22° angle.
2) The angle formed by line T, above the given 22° angle.
3) The angle formed by line T, below the given 22° angle.
So, the three other angles that will be 22° are: 22°, 22°, 22°.
When two parallel lines are intersected by a transversal, corresponding angles are congruent.
Therefore, the other three angles that will be 22° are:
1) The angle formed by line S, above the given 22° angle.
2) The angle formed by line T, above the given 22° angle.
3) The angle formed by line T, below the given 22° angle.
So, the three other angles that will be 22° are: 22°, 22°, 22°.
3 answers