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Which Theorem accurately completes Reason A?
A) Alternate Interior Angles Theorem
B) Corresponding Angles Theorem
C) Alternate Exterior Angles Theorem
D) Same-Side Interior Angles Theorem

Which Theorem accurately completes Reason A? A) Alternate Interior Angles Theorem B) Corresponding Angles Theorem C) Alternate Exterior Angles Theorem D) Same-S class=

Answer :

juanrodriguez804
I believe that it would answer D) same side interior angles.

Same side interior angles or consecutive angle always add up to 180 degrees

A cannot be because the angles that the diagram is telling us are not alternate interior angles, alternate interior angles would be angle UQR and angle QRZ

B cannot be because they are not corresponding and also they are not Alternate Exterior angles. Which left us with D.

Hope this help!! :)))))

Theorem that accurately completes Reason [tex]A[/tex] is option [tex](D)[/tex] i.e. Same side Interior Angles Theorem.

What is Interior Angles Theorem?

It states that if a transversal line intersect two parallel lines then each pair of interior angles on the same side of the transversal is equals to [tex]180^{0}[/tex].

We have,

Reason [tex]A[/tex],

[tex]\angle VQT + \angle ZRS=180^0[/tex]

So,

It is proves from the above given theorem.

Hence, we can say that the Theorem that accurately completes Reason [tex]A[/tex] is option [tex](D)[/tex] i.e. Same side Interior Angles Theorem.

To know more about Interior Angles Theorem click here

https://brainly.com/question/11933154

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