Question

Look at the diagram.

Which is the best explanation of why triangles ABC and ACD are similar?

A) Both triangles are right triangles.
B) Both triangles contain angles A and C.
C) Both triangles contain a right angle and angle A.
D) Both triangles contain a right angle and angle C.

Answer 1

Answer:

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maybe this will help with the graph no spaces tho

C) Both triangles contain a right angle and angle A.

Answer 2

Based on the AA similarity theorem, the best explanation of why ΔABC ~ ΔACD is: C. Both triangles contain a right angle and angle A.

What is the AA Similarity Theorem?

The AA similarity theorem states that when two triangles have two corresponding angles that are congruent, then both triangles can be proven to be similar triangles.

Triangles ABC and ACD can be considered similar triangles based on the AA similarity theorem, because: C. Both triangles contain a right angle and angle A.

Learn more about the AA similarity theorem on:

https://brainly.com/question/21247688

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