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Lines MN and GH are parallel. If mT is 135°, then what is mX?

1 Answer

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Answer:

m∠X = 135 degrees ( ° )

Explanation:

If we were to horizontally turn this picture over, it would be that angles T and X are each alternate interior angles, provided it lies on a transversal.

It is known that alternate interior angles area congruent, such that:

m∠T = m∠X ⇒ m∠X = 135 degrees ( ° )

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