Define Congruent Figures

Which statement is true?

• The figures are congruent proven by translation.

• The figures are congruent proven by reflection.

• The figures are congruent proven by rotation.

• The figures are not congruent because they are not the same size or shape.

Which statement is true?

• The figures are congruent proven by translation.

• The figures are congruent proven by reflection.

• The figures are congruent proven by rotation.

• The figures are not congruent because they are not the same size or shape.

Which statement is true?

• The figures are congruent proven by translation.

• The figures are congruent proven by reflection.

• The figures are congruent proven by rotation.

• The figures are not congruent because they are not the same size or shape.

Which statement is true?

• The figures are congruent proven by translation.

• The figures are congruent proven by reflection.

• The figures are congruent proven by rotation.

• The figures are not congruent because they are not the same size or shape.

4m 5m 3m 4.5m

• 4m

• 5m

• 3m

• 4.5m

4m

5m

3m

4.5m

• 4m

• 5m

• 3m

• 4.5m

Which statement is true about the image?

• The blue figure is the pre-image because it DOES NOT have the prime.

• The red figure is the image because it HAS prime.

• The blue figure is the image because it HAS prime.

• The red figure is the image because it DOES NOT have the prime.

What is a way to prove two figures are congruent?

• I can prove congruence by showing the figures have the same area.

• I can prove congruence by using transformations to show figures are the same size and shape.

• You CANNOT prove two figures are congruent.

Define congruence

• Same size OR shape

• Same size AND shape

• Same area

• Same shape

Which statement is true?

• The figures are congruent proven by translation.

• The figures are congruent proven by reflection.

• The figures are congruent proven by rotation.

• The figures are not congruent because they are not the same size or shape.