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In the diagram, the lines dividing the parking spaces are parallel. What must be true about 41 and 22? What theorem
supports your conclusion?
A. 1 and 22 are supplementary, alternate interior angles theorem
B. Z1 Z2; alternate interior angles theorem
C. and 2 are supplementary, consecutive interior angles theorem
D. Z1 Z2, consecutive interior angles theorem

In the diagram the lines dividing the parking spaces are parallel What must be true about 41 and 22 What theorem supports your conclusion A 1 and 22 are supplem class=

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Answer:

B. ∠1 ≅ ∠2; alternate interior angles theorem

Step-by-step explanation:

The Alternate Interior Angles theorem states, if two parallel lines (in this problem, the lines dividing the parking spaces) are cut by a transversal, then the pairs of alternate interior angles (in this problem, ∠1  and ∠2) are congruent.

You can check this result graphically, imagine you move the transversal line, so that, ∠1 increases, then ∠2 also increases, and if ∠1 decreases, then ∠2 also decreases.

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