AA Similarity Postulate and Theorem state that in order for two triangles to be considered similar, two corresponding angles in two triangles must be congruent.

Learn about the AA Similarity Theorem and Postulate with our concise video lesson. See examples in just 5 minutes, with an optional quiz for practice included.

Check your understanding of the AA similarity postulate and theorem using this interactive quiz and worksheet. The practice questions help you...

This lesson introduces the idea of congruency applied to triangles. It brings examples of ASA, SSS, and SAS triangle postulates to check the triangles' congruency.

Answer to: Which of the following explains how triangle AEB could be proven similar to triangle DEC using the AA similarity postulate? a. angle...

What are similar triangles? Learn about the three triangle similarity theorems and how to prove similar triangles.

Angle, Angle (AA): two triangles are similar when they have two equal angles. Side, Side, Side (SSS): two triangles are similar if all their sides are proportional.

Answer to: Determine if these triangles are similar and, if they are, what postulate or theorem proves the similarity. a. AA similarity postulate...

Answer to: Which answer is not a theorem or postulate used to prove triangles similarity? 1.SAS 2.SSA 3.SSS 4.AA By signing up, you'll get...

AA Postulate: Also known as Angle-Angle is the method used to show two triangles are similar if two of their angles measurements are the same.