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10 questions
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  • Q1

    Which of the following correspondence is equivalent to ABC ↔ KLM?

    BAC ↔ LKM

    ACB ↔ KLM

    CBA ↔ KML

    ACB ↔ LMN

    30s
    M8GE-IIIh-1
  • Q2
    30s
    M8GE-IIIh-1
  • Q3

    If ∆NEW ≅ ∆XYZ, then ∆ZYX is congruent to _________.

    ∆WEN

    ∆NWE

    ∆WNE

    ∆ENW

    30s
    M8GE-IIIh-1
  • Q4
    30s
    M8GE-IIIh-1
  • Q5

    Given that AC = MN, AT = MO and CT = NO then ∆ACT ≅ ∆MNO, What triangle congruence postulate is being illustrated?

    SSS

    SAS

    SAA/AAS

    ASA

    30s
    M8GE-IIIh-1
  • Q6
    30s
    M8GE-IIIh-1
  • Q7
    30s
    M8GE-IIIh-1
  • Q8

    Given the triangles below, which of the following is not belong to the pairs of corresponding parts?

    Question Image

    \overline{\mathrm{AC}}\ \cong\ \overline{\mathrm{LK}}

    \overline{\mathrm{AB}}\ \cong\ \overline{\mathrm{LM}}

    \overline{\mathrm{BC}}\ \cong\ \overline{\mathrm{ML}}

    \overline{\mathrm{AB}}\ \cong\ \overline{\mathrm{KM}}

    30s
    M8GE-IIIh-1
  • Q9

    Which of the following is not a congruence postulate/theorem?

    SSA

    SSS

    SAS

    AAS

    30s
    M8GE-IIIh-1
  • Q10
    Question Image
    30s
    M8GE-IIIh-1

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