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What is Congruent?

Date post: 22-Feb-2016
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What is Congruent?. Determine what is congruent on each slide. What is congruent?. Are the triangles congruent?. D. Why not?. Are the triangles congruent?. D. How would you prove it?. What is congruent?. Are the triangles congruent?. What do you need to make them congruent?. - PowerPoint PPT Presentation
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What is Congruent? Determine what is congruent on each slide.
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Page 1: What is Congruent?

What is Congruent?

Determine what is congruent on each slide.

Page 2: What is Congruent?

What is congruent?

Page 3: What is Congruent?

Are the triangles congruent?

Why not?

D

Page 4: What is Congruent?

Are the triangles congruent?

How would you prove it?

D

Page 5: What is Congruent?

What is congruent?

Page 6: What is Congruent?

Are the triangles congruent?

What do you need to make them congruent?

Page 7: What is Congruent?

Are the triangles congruent?

What are the different ways you could prove them congruent?

Page 8: What is Congruent?

Are the triangles congruent?

How does changing the side congruence change the proof?

Page 9: What is Congruent?

What is congruent?

Page 10: What is Congruent?

Are the triangles congruent?

How would you prove it?

Page 11: What is Congruent?

What is congruent?

Page 12: What is Congruent?

Let:FB=BDAB=CB

ΔAFB is congruent to what triangle?

How will you prove it?

ΔEAD is congruent to Δ? How will you prove it?

What is FBDE?

Page 13: What is Congruent?

What is congruent?

Page 14: What is Congruent?

Are the triangles congruent?

How would you prove it?

Page 15: What is Congruent?

What is congruent?

Examine BD. Without further labeling, all BD does is divide ΔABC.

<A & <C are the base angles.

Page 16: What is Congruent?

BD is a median.

Are the triangles congruent?How would you prove it?

<A & <C are the base angles.

Page 17: What is Congruent?

BD is a perpendicular bisector.

Are the triangles congruent?How would you prove it?<A & <C

are the base angles.

Page 18: What is Congruent?

BD is an angle bisector.

Are the triangles congruent?How would you prove it?

<A & <C are the base angles.

Page 19: What is Congruent?

BD is an altitude.

Are the triangles congruent?How would you prove it?

<A & <C are the base angles.

Page 20: What is Congruent?

What is congruent?

ABCDEF is a regular hexagon.

Page 21: What is Congruent?

ABCDEF is a regular hexagon.

Are the triangles congruent?

How would you prove it?

Page 22: What is Congruent?

What is congruent?

Page 23: What is Congruent?

ΔADB is congruent to what triangle?

How would you prove it?

Page 24: What is Congruent?

is that they have 2 pairs of parallel sides.

What is congruent?

all you know about parallelograms

Remember,

Page 25: What is Congruent?

first determine what is supplementary.

What is congruent?

what is congruent, sometimes you

To determine

Page 26: What is Congruent?

What is congruent?

Page 27: What is Congruent?

Are the triangles congruent?

How would you prove it?

Page 28: What is Congruent?

How would you prove it?What do you now know about parallelograms?

Are the triangles congruent?Which ones?

Page 29: What is Congruent?

Remember, rectangles have 4

What is congruent?

right angles.

Page 30: What is Congruent?

What is congruent?

Page 31: What is Congruent?

Are the triangles congruent?

How would you prove it?

Page 32: What is Congruent?

Are the triangles congruent?

How would you prove it?

What do you now know about rectangles?

Which ones?

Page 33: What is Congruent?

What is congruent?

Remember, a kite has two pairs of consecutive congruent sides.

Page 34: What is Congruent?

Are the triangles congruent?

How would you prove it?

Page 35: What is Congruent?

Are the triangles congruent?

How would you prove it?

What do you now know about kites? What is different from rectangles?

Which ones?

Page 36: What is Congruent?

What is congruent?

ABCD is a rhombus.

A

D

C

B

Page 37: What is Congruent?

Are the triangles congruent?

ABCD is a rhombus.

A

D

C

B

Page 38: What is Congruent?

Are the triangles congruent?

ABCD is a rhombus.

A

D

C

B

Which ones?

What do you now know about rhombi? What is different from rectangles? From kites? The same?

E

Page 39: What is Congruent?

Congruency ToolboxAngles

• Given• Reflexive• Vertical• Alternate Interior <‘s, ||• Corresponding <‘s, ||• Right <‘s, Supplementary• Right <‘s, Linear Pair• Right <‘s, Consecutive Int.• Angle Bisector• Isosceles Triangle• Altitude• Perpendicular Bisector• Regular Polygon

Sides• Given• Reflexive• Overlapping Segments• Radii• Diameter• Midpoint• Perpendicular Bisector• Isosceles Triangle• Regular Polygon• 2 Pairs of Congruent Sides in

Right Triangle


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