In terms of rigid transformations (reflections, rotations, and translations), what does this difference represent?

Solution:

There are four kinds of rigid transformations.

1. Reflection

2. Rotation

3. Translation

4. Dilation

1.  The Meaning of term reflection is when we reflect something through a line or mirror the distance of object from line of reflection on both sides are same. The two images Preimage and image are congruent.

2.   Rotation means rotating an object or geometrical shape through an angle. An angle can be of any measure that is 0,30°,45°,90°, In rotation the two , image and preimage are congruent.

3.  While in translation , we shift something from a place to another place keeping the two images,that is image and preimage are congruent.

In all three,either in  reflection, rotation,or  translation  there is no change in shape and size, the two that is  image and Preimage are congruent.

It depends where you have placed circle A and circle B.

If integers are opposite such as: Point A: Integers = (-4,3) Radius= 5  

Point B: Integers + (4,-3) Radius = 5  it would be a reflection like I have.

Rotataion is when the shape flips/spins depending on what degree it is.

Translations mirror each others shape on opposite integers.

answer: it's a

step-by-step explanation:

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