Imagine a transversal intersecting two parallel lines. If the slope of the transversal is changed to increase one of the angles at the intersection by twenty-three degrees, what happens to the vertical angle?

increases by twenty-three degrees

decreases by twenty-three degrees

increases by one hundred fifty-seven degrees

decreases by one hundred fifty-seven degrees

Question

Imagine a transversal intersecting two parallel lines. If the slope of the transversal is changed to increase one of the angles at the intersection by twenty-three degrees, what happens to the vertical angle?

 increases by twenty-three degrees

 decreases by twenty-three degrees

 increases by one hundred fifty-seven degrees

 decreases by one hundred fifty-seven degrees

anonymous · Answer

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do you see where the vertical angles would be?

mlgpro · Answer

no

anonymous · Answer

|dw:1407532020176:dw|

anonymous · Answer

those angles are always equal to each other because the 2 lines are parallel

mlgpro · Answer

ok and the answer is...

anonymous · Answer

I don't know. I don't give answers