Question

In the context of geometric transformations, when a combination of reflections, translations, and scaling is applied, what is the correct order to describe these transformations?

A) Reflections, Translations, Scaling

B) Translations, Scaling, Reflections

C) Scaling, Reflections, Translations

D) Reflections, Scaling, Translations

Answer 1

In the context of geometric transformations, the correct order is Reflections, Translations, Scaling.

Step-by-step explanation:

In the context of geometric transformations, the correct order to describe the transformations is Reflections, Translations, Scaling.

This is because when multiple transformations are applied to a shape, the order matters. Reflections, also known as flips, change the orientation of the shape, followed by translations, which move the shape without changing its size or orientation. Finally, scaling, or resizing, changes the size of the shape.

For example, let's consider a rectangle. If we first reflect it across the x-axis, then translate it 2 units to the right, and finally scale it by a factor of 2, the resulting shape would be a larger rectangle, still reflected across the x-axis, and translated 4 units to the right.