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MA.912.G.4.6 Triangle Similarity and Congruence

 

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Two-Dimensional

Three-Dimensional

Trig & Discrete Math

In Your Text

Section 4-3; 253-261
Section 4-4; 262-270
Section 4-5; 273-280
Extend 4-5; 281-282
Section 7-3; 474-483
Section 7-4; 484-494
Section 7-5; 495-502
Section 8-1; 531-539

 

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What You Need To Know...

Congruent or similar triangles and the concept of corresponding parts of congruent triangles.

  1. The benchmark will be assessed using MC (Multiple Choice) items.
  2. Items will require the use of geometric properties to justify measures and characteristics of triangles.
  3. Items may be set in either real-world or mathematical contexts.

Example One

Nancy wrote a proof about the figure shown below.

4-6

In the proof below, Nancy started with the fact that XZ
is a perpendicular bisector of WY
and proved that  Triangle Marking WYZ is isosceles.

4-6B

Which of the following correctly replaces the question mark in Nancy's proof?

  1. ASA
  2. SAA
  3. SAS
  4. SSS

 

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Additional Examples

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VideoTutorial
Congruency and Similarity
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Corresponding Triangles
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Angle-Angle
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Side-Side-Side
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Angle-Side-Angle
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Angle-Angle-Side
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Side-Angle-Side and HL
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Congruence Theorems
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Triangle Congruence Review
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Proving Congruence
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Reference Sheet

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