Educational worksheet teaching geometric transformations—slides, flips, and turns—using uppercase letters.

The worksheet titled "Slides, Flips, and Turns" is designed to help students understand geometric transformations: slides (translations), flips (reflections), and turns (rotations). The goal is to identify or draw how a letter changes under each transformation.

Let’s go through the worksheet step by step:

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Part 1: Identify the Transformation

You are given pairs of letters and asked to determine whether the second letter is a slide, flip, or turn of the first.

Here’s what each means:
- Slide: The shape moves in space without changing its orientation.
- Flip: The shape is mirrored across a line (reflection).
- Turn: The shape is rotated around a point.

#### Given Examples at the Top:
- A → A: Slide (same letter, moved sideways)
- B → B: Flip (mirror image)
- C → Ω: Turn (rotated)

Now let's analyze each pair:

1. D → D
- The second D is shifted to the right but same orientation → Slide

2. E → E
- The second E is flipped horizontally (mirror image) → Flip

3. F → F
- The second F is rotated (turned) → Turn

4. G → G
- The second G is rotated → Turn

5. H → H
- The second H is flipped vertically (upside down) → Flip

6. I → I
- The second I is slid to the right → Slide

7. J → J
- The second J is flipped horizontally → Flip

8. K → K
- The second K is rotated → Turn

So the answers for 1–8 are:
1. Slide
2. Flip
3. Turn
4. Turn
5. Flip
6. Slide
7. Flip
8. Turn

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Part 2: Draw Transformations

9. Draw the letter to show a flip
- You're given the letter L.
- A flip means reflection. Since it's a vertical mirror, we reflect L across a vertical axis.
- Original L:
```
|
|____
```
- Flip (mirror):
```
____
|
```
- So you should draw an L that opens to the left instead of the right.

10. Draw the letter to show a slide
- You're given the letter M.
- A slide means moving it to another position without rotating or flipping.
- So draw another M, identical in shape and orientation, but placed somewhere else on the grid (e.g., to the right or below).

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✔ Final Answers:

1–8:
1. Slide
2. Flip
3. Turn
4. Turn
5. Flip
6. Slide
7. Flip
8. Turn

9. Draw an L flipped horizontally (like a backward L).
10. Draw an M in a different location, same orientation (a copy of M shifted).

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This exercise helps build foundational geometry skills by visualizing transformations—key concepts in math and spatial reasoning!