Geometry - Parallel Lines And Transversals Chapter 3 Test

20 Questions | Total Attempts: 389

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Geometry - Parallel Lines And Transversals Chapter 3 Test

Geometry - Parallel Lines and TransversalsG. CO. 1 G. CO. 12 G. CO. 9 G. GPE. 5 G. MG. 3


Questions and Answers
  • 1. 
    Find the value of the variable(s) in the figure.  Explain your reasoning. 
  • 2. 
    Find the value of x and y
  • 3. 
    Find the value of x and y
  • 4. 
    If  l || m, find the value of x and the measure of each angle.     l                                    m
  • 5. 
    Find x so that l || m. Identify the postulate or theorem you used.
  • 6. 
     StatementReason (Select the correct letter)1∠CBD ≅ ∠BFEGiven2∠CBD ≅ ∠ABF19)3∠ABF ≅ ∠BFE20)XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX
    • A. 

      Definition of congruent angles

    • B. 

      Vertical angles are congruent

    • C. 

      Reflexive property of congruence

    • D. 

      Symmetric property of congruence

    • E. 

      Transitive property of congruence

  • 7. 
     StatementReason (Select the correct letter)1∠CBD ≅ ∠BFEGiven2∠CBD ≅ ∠ABF19)XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX3∠ABF ≅ ∠BFE20)
    • A. 

      Definition of congruent angles

    • B. 

      Vertical angles are congruent

    • C. 

      Reflexive property of congruence

    • D. 

      Symmetric property of congruence

    • E. 

      Transitive property of congruence

  • 8. 
     StatementReason (Select the correct letter)1m∠CBD = m∠BFEGiven2m∠CBD + m∠DBF = 180º21)3m∠BFE + m∠DBF = 180º22)XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX
    • A. 

      Angles that form a linear pair are supplementary

    • B. 

      Angles that are adjacent are supplementary

    • C. 

      Reflexive property of equality

    • D. 

      Substitution property of equality

    • E. 

      Transitive property of equality

  • 9. 
     StatementReason (Select the correct letter)1m∠CBD = m∠BFEGiven2m∠CBD + m∠DBF = 180º21)XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX3m∠BFE + m∠DBF = 180º22)
    • A. 

      Angles that form a linear pair are supplementary

    • B. 

      Angles that are adjacent are supplementary

    • C. 

      Reflexive property of equality

    • D. 

      Substitution property of equality

    • E. 

      Transitive property of equality

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