Triangle Similarity and Transformations

Checking if they are both right triangles

Verifying they have the same perimeter

Ensuring they have the same area

Checking for two corresponding congruent angles

Changes its color

Flips it over a line

Rotates it around a fixed point

Changes its size while maintaining its shape

Translation

Dilation

Rotation

Reflection

The sum of angles must be 180 degrees

All angles must be right angles

At least two corresponding angles must be congruent

All angles must be congruent

Dilation

Translation

Rotation

Reflection

Translate it to a new position

Dilate it to match the size of triangle LEG

Reflect it over a line

Change its color

It changes shape

It matches the size of triangle LEG

It becomes smaller than triangle LEG

It becomes larger than triangle LEG

Angle A and Angle L

Angle M and Angle G

Angle A and Angle G

Angle M and Angle L

They are not similar

They are congruent

They are similar

They are identical

Triangles are similar if they have the same perimeter

Triangles are similar if they are both right triangles

Triangles are similar if they have two corresponding congruent angles

Triangles are similar if they have the same area