If $$m\angle4=74\degree\ and\ m\angle1=53\degree$$ , then what is $$m\angle3$$ ? Justify your answer.

$$m\angle3=74$$ , Vertical Angles Theorem

$$m\angle3=74$$ , Corresponding Angles Theorem

$$m\angle3=74$$ , Alternate Interior Angles Theorem

If $$m\angle4=74\degree\ and\ m\angle1=53\degree$$ , then what is $$m\angle5$$ ? Justify your answer.

$$m\angle5=74$$ , Vertical Angles Theorem with $$\angle2$$

$$m\angle5=53$$ , Corresponding Angles Theorem

$$m\angle5=74$$ , Same-Side Interior Angles Postulate

If $$m\angle4=74\degree\ and\ m\angle1=53\degree$$ , then what is $$m\angle6$$ ? Justify your answer.

$$m\angle6=53$$ , Vertical Angles Theorem with $$\angle1$$

$$m\angle6=53$$ , Corresponding Angles Theorem

$$m\angle6=53$$ , Same-Side Interior Angles Postulate

If $$m\angle4=74\degree\ and\ m\angle1=53\degree$$ , then what is $$m\angle7$$ ? Justify your answer.

$$m\angle7=106$$ , Same-Side Interior Angles Postulate

$$m\angle7=106$$ , Corresponding Angles Theorem

$$m\angle7=106$$ , Vertical Angles Theorem with $$\angle1$$

If $$m\angle4=74\degree\ and\ m\angle1=53\degree$$ , then what is $$m\angle8$$ ? Justify your answer.

$$m\angle8=74$$ , Alternate Interior Angles Theorem

$$m\angle8=53$$ , Corresponding Angles Theorem

$$m\angle8=74$$ , Same-Side Interior Angles Postulate

If $$m\angle4=74\degree\ and\ m\angle1=53\degree$$ , then what is $$m\angle9$$ ? Justify your answer.

$$m\angle9=53$$ , Alternate Interior Angles with $$\angle6$$

$$m\angle9=53$$ , Corresponding Angles Theorem with $$\angle1$$

$$m\angle9=53$$ , Vertical Angles Theorem with $$\angle1$$

If $$m\angle4=74\degree\ and\ m\angle1=53\degree$$ , then what is $$m\angle10$$ ? Justify your answer.

$$m\angle10=127$$ , Linear Pair with $$\angle9$$

$$m\angle10=127$$ , Corresponding Angles Theorem with $$\angle3$$

$$m\angle10=53$$ , Same-Side Interior Angles with $$\angle6$$

If $$m\angle4=74\degree\ and\ m\angle1=53\degree$$ , then what is $$m\angle11$$ ? Justify your answer.

$$m\angle11=74$$ , Corresponding Angles Theorem

$$m\angle11=74$$ , Alternate Interior Angles Theorem

$$m\angle11=106$$ , Same-Side Interior Angles Postulate

If $$m\angle4=74\degree\ and\ m\angle1=53\degree$$ , then what is $$m\angle12$$ ? Justify your answer.

$$m\angle12=106$$ , Linear Pair Postulate with $$\angle11$$

$$m\angle12=106$$ , Corresponding Angles Theorem

$$m\angle12=106$$ , Alternate Interior Angles Theorem

If $$m\angle4=74\degree\ and\ m\angle1=53\degree$$ , then what is $$m\angle13$$ ? Justify your answer.

$$m\angle13=127$$ , Vertical Angles Theorem with $$\angle11$$

$$m\angle13=127$$ , Corresponding Angles Theorem

$$m\angle13=127$$ , Alternate Interior Angles Theorem

If $$m\angle4=74\degree\ and\ m\angle1=53\degree$$ , then what is $$m\angle14$$ ? Justify your answer.

$$m\angle14=53$$ , Vertical Angles Theorem with $$\angle9$$

$$m\angle14=106$$ , Corresponding Angles Theorem

$$m\angle14=53$$ , Alternate Interior Angles Theorem

Angle Relationships with Parallel Lines

Authored by Emily Moss

Mathematics

10th Grade

CCSS covered

Used 6+ times

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MULTIPLE CHOICE QUESTION

5 mins • 1 pt

Yes by the corresponding angles theorem.

Yes by the alternate interior angles theorem.

No, the lines must be parallel and there is no proof of this.

Yes, the lines are parallel.

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CCSS.8.G.A.5

MULTIPLE CHOICE QUESTION

5 mins • 1 pt

Cannot find the answer

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CCSS.7.G.B.5

MULTIPLE CHOICE QUESTION

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CCSS.8.G.A.5

MULTIPLE CHOICE QUESTION

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Cannot find the answer

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CCSS.8.G.A.5

MULTIPLE CHOICE QUESTION

5 mins • 1 pt

Cannot find the answer

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CCSS.7.G.B.5

MULTIPLE CHOICE QUESTION

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Cannot find the answer

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CCSS.8.G.A.5

MULTIPLE CHOICE QUESTION

5 mins • 1 pt

Cannot find the answer

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CCSS.8.G.A.5

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