Calculate the scale factor for the original triangle and its larger image. Show your working out.

Congruent triangles:
Similar triangles:

In 🛆ABC, which vertex (corner) corresponds to vertex E?
In 🛆ABC, which angle corresponds to ∠D?
In 🛆DEF, which side corresponds to BC?

Use the scale factor to compare ratios: Are these two isosceles triangles similar?

Find the unknown side length of these similar triangles using scale factor. Show working out.
If they are similar, which similarity statement describes the relationship?