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Lesson: Relationships of Two Lines and a Transversal Angle Pair

In this lesson, we will learn how to identify the relationships between angles formed by parallel lines and transversal lines.

Sample Question Videos

03:20

Worksheet • 7 Questions • 1 Video

Q1:

Which of the following angle pairs are alternate interior angles?

  • A ∠ 𝑐 and ∠ 𝑒
  • B ∠ 𝑓 and ∠ 𝑗
  • C ∠ π‘Ž and ∠ 𝑔
  • D ∠ 𝑐 and ∠ β„Ž
  • E ∠ 𝑑 and ∠ 𝑒

Q2:

Which of the following angle pairs are alternate exterior angles?

  • A ∠ 𝑐 and ∠ 𝑗
  • B ∠ 𝑓 and ∠ 𝑗
  • C ∠ 𝑒 and ∠ π‘˜
  • D ∠ 𝑑 and ∠ 𝑒
  • E ∠ 𝑐 and ∠ β„Ž

Q3:

Classify the relationship between ∠ 6 and ∠ 7 as alternate interior, alternate exterior, corresponding, or consecutive interior angles.

  • A consecutive interior
  • B alternate interior
  • C alternate exterior
  • D corresponding

Q4:

Classify the relationship between angles ∠ 1 and ∠ 5 as alternate interior, alternate exterior, corresponding, or consecutive interior.

  • A alternate exterior
  • B alternate interior
  • C consecutive interior
  • D corresponding

Q5:

Classify the relationship between ∠ 2 and ∠ 4 as alternate interior, alternate exterior, corresponding, or consecutive interior angles.

  • A corresponding
  • B alternate interior
  • C consecutive interior
  • D alternate exterior

Q6:

Which of the following angle pairs are corresponding angles?

  • A ∠ 𝑓 and ∠ 𝑗
  • B ∠ 𝑓 and ∠ π‘˜
  • C ∠ 𝑒 and ∠ π‘˜
  • D ∠ 𝑑 and ∠ 𝑙
  • E ∠ 𝑔 and ∠ 𝑖

Q7:

Which of the following angle pairs are consecutive interior angles?

  • A ∠ 𝑓 and ∠ π‘˜
  • B ∠ 𝑐 and ∠ 𝑗
  • C ∠ 𝑏 and ∠ π‘˜
  • D ∠ 𝑑 and ∠ 𝑓
  • E ∠ 𝑑 and ∠ 𝑖
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