The letter r represents this in similarity and dilations.
What is scale factor?
Two angles in one triangle are congruent to two angles in another triangle; the two triangles are similar by this theorem.
What is AA Similarity?

The segment that completes the proportion.
(BE)/(EC)=?/(FC)
What is DF?
True or false: Angles is similar triangles follow the same scale factor as the sides of similar triangles.
What is False?
The value of x.
What is x = 8?
The scale factor range needed to be a reduction.
What is r less than 1?
These triangles are similar by ____.

What is SAS ~?

The segment that completes the proportion.
(EC)/(CB)=(FC)/?
What is DC?
The value of a.
a=12

The value of x.
What is x = 13.5?
The coordinates for A' after the dilation r = 2 for the point A (-3, 1).
What is A'(-6, 2)?
The corresponding sides of two triangles are proportional; the two triangles are similar by this theorem.
What is SSS ~?

The segment that completes the proportion.
(DB)/?=(BC)/(EC)
What is FE?
Suppose △ABC ~ △JKL. The side proportional to side JL.
What is side AC?

The height of the building.
What is 20 feet tall?
The scale factor for the dilation from Triangle ABC to Triangle XZY?

What is 4/3?
These triangles are similar by ____.

What is AA ~?
The value of y.
y=5
Suppose △ABC ~ △JKL. The angle congruent to ∠K.
∠B

The height of the flagpole.
What is 700 inches tall?
The ways a dilation effects the side lengths and the angle measures of a figure.
What are the corresponding side lengths are proportional and corresponding angles are congruent?
The theorems would you need to use to prove the 2 triangles similar by AA similarity.

What are Reflexive Property of Congruence and Corresponding Angles Theorem?
The value of x.
x=6
The value of b.
b=30

The value of DE.
What is DE = 6?