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SSS vs. SAS Proofs

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    Geometry: Unit 4-Section 2
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  • Fill in the blank.
    ∠R
  •  5
  • Fill in the blank.
    ∆TRP
  •  5
  • Fill in the blank.
    PR
  •  5
  • Fill in the blank.
    16 m
  •  10
  • Fill in the blank.
    105
  •  10
  • Fill in the blank.
    34
  •  10
  • Fill in the blank.
    14 m
  •  10
  • Solve for x.
    x = 11
  •  15
  • Solve for y.
    y = 6
  •  15
  • Are the triangles congruent by SSS, SAS, or not congruent? If congruent, write a congruency statement.
    SSS; ∆RPQ = ∆SPQ
  •  20
  • Are the triangles congruent by SSS, SAS, or not congruent? If congruent, write a congruency statement.
    NOT CONGRUENT
  •  20
  • Are the triangles congruent by SSS, SAS, or not congruent? If congruent, write a congruency statement.
    SAS; ∆JKL = ∆LMN
  •  20
  • Fill in the missing STATEMENTS.
    PR = PT; RS = TS
  •  25
  • Fill in the missing REASONS.
    def of midpoint; reflexive property
  •  25
  • Fill in the missing STATEMENTS.
    E is the midpoint of AB & CD; CE = DE
  •  25
  • Fill in the missing REASONS.
    def of midpoint; vertical angles
  •  25