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Chapter 3 Triangles Review BINGO! First 3 people to get BINGO get a PRIZE!!!
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Chapter 3 Triangles Review

Feb 18, 2016

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Chapter 3 Triangles Review. BINGO!  First 3 people to get BINGO get a PRIZE!!!. Which conjecture proves these triangle are congruent?. What does ASA have that AAS does NOT have?. What information would you need to add so that these triangle are congruent by SAS?. - PowerPoint PPT Presentation
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Page 1: Chapter 3 Triangles Review

Chapter 3 Triangles Review

BINGO! First 3 people to get BINGO get a

PRIZE!!!

Page 2: Chapter 3 Triangles Review

Which conjecture proves these triangle are congruent?

Page 3: Chapter 3 Triangles Review

• What does ASA have that AAS does NOT have?

Page 4: Chapter 3 Triangles Review

What information would you need to add so that these triangle are congruent by SAS?

Page 5: Chapter 3 Triangles Review

• What conjecture tells us that corresponding parts in congruent triangles are congruent?

Page 6: Chapter 3 Triangles Review

What information would you need to add so that these triangle are congruent by SSS?

Page 7: Chapter 3 Triangles Review

What word describes 3 or more lines that all meet at a single point?

Page 8: Chapter 3 Triangles Review

What two triangles are congruent?

Page 9: Chapter 3 Triangles Review

Find the picture of a triangle with a median.

Page 10: Chapter 3 Triangles Review

Solve for angle 2

Page 11: Chapter 3 Triangles Review

What is this a picture of??

Page 12: Chapter 3 Triangles Review

FD is congruent to ____________?

Page 13: Chapter 3 Triangles Review

Which conjecture proves these triangles are congruent?

Page 14: Chapter 3 Triangles Review

Solve for x

Page 15: Chapter 3 Triangles Review

Is AB congruent to CB?

Page 16: Chapter 3 Triangles Review

What two triangles are congruent?

Page 17: Chapter 3 Triangles Review

What information would you need to add so that these triangle are congruent by ASA?

Page 18: Chapter 3 Triangles Review

Solve for angle <OLE

Page 19: Chapter 3 Triangles Review

• What is true about isosceles triangles?

Page 20: Chapter 3 Triangles Review

What information would you need to add so that these triangle are congruent by AAS?

Page 21: Chapter 3 Triangles Review

The perimeter is 34 cm, solve for b.

Page 22: Chapter 3 Triangles Review

Which conjecture proves these triangles are congruent?

Page 23: Chapter 3 Triangles Review

• What is the word that means sides/angles of triangles that are in the same place in two different triangles?

Page 24: Chapter 3 Triangles Review

Which conjecture proves these triangle are congruent?

Page 25: Chapter 3 Triangles Review

Solve for x

Page 26: Chapter 3 Triangles Review

Angle U is congruent to ____________?

Page 27: Chapter 3 Triangles Review

What is this a picture of??

Page 28: Chapter 3 Triangles Review

Solve for d

Page 29: Chapter 3 Triangles Review

Find the picture of a triangle with a midsegment.

Page 30: Chapter 3 Triangles Review

Is TA congruent to GO?