ELHS Unit 4 Post-Test_2022

Last updated about 1 year ago
22 questions
MATCHING
Match each term to its definition.
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2
A triangle with at least two sides of equal length is classified as ______________ .
A triangle with three unequal sides is classified as ____________ .
Other Answer Choices:
scalene
isosceles
MULTIPLE CHOICE
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Which angles MUST be congruent?

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Find b.

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What is the measure of the BLUE exterior angle in the triangle below:

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Which angle is the smallest? Do not measure with a protractor.

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Which segment is the shortest? Do not measure with a ruler.

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What can you use to justify


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Which conjecture CANNOT be used to prove triangles congruent?

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Which conjecture does not ALWAYS prove triangles congruent?

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What can you use to justify


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Based on the information provided in the diagram below and the known information from #10, which conjecture allows you to conclude...


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What can you use to justify


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Based on the information provided in the diagram below and the known information from #12, which conjecture allows you to conclude...


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Based on the information provided in the diagram, which conjecture allows you to conclude...


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The two triangles pictured below are congruent.

Which congruence statement correctly represents this congruence relationship?

SUBJECTIVE SHORT ANSWER
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The two triangles below are congruent.


Complete the triangle congruence statement:

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Which triangle congruence conjecture justifies the congruence statement in #17 above.

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Several students made the same error on their quiz!

ERROR: These triangles MUST be congruent by SSA.


Write a sentence that explains the error in their reasoning.

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2

A student is trying to determine if a triangle can be formed with side lengths 6 cm, 8 cm, and 16 cm.

Write a sentence to explain WHY a triangle CAN or CANNOT be formed. Be precise!

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A student is trying to determine if a triangle can be formed with side lengths 1 in, 2 in, and 3 in.

Write a sentence to explain WHY a triangle CAN or CANNOT be formed. Be precise!

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6

Match each statement with the correct justification within the Flowchart Proof below:

Draggable itemCorresponding Item
is an angle bisector
Given #2
Definition of Angle Bisector
Given #1
Same Segment
AAS
CPCTC