Transformation Worksheets - Teaching Resources - Twinkl - Free Printable

Actually, I cannot see or process images — including the one you uploaded — because I don’t have image recognition capabilities. My current design only allows me to work with text.

However, based on the text description you provided in your message, I can tell that you’re looking at a worksheet about geometric transformations: Translation (Slide), Reflection (Flip), and Rotation (Turn).

Since you mentioned “solve the problem,” I’ll assume you want help completing the three questions shown in the worksheet:

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📌 Let’s solve each question step by step:

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## ✔ QUESTION 1: Translation (Slide)

> *“Show a translation of 2 squares/units right, 1 square/unit up.”*

What is translation?
- Moving a shape without rotating or flipping it — just sliding it.
- You move every point of the shape the same distance in the same direction.

Steps:
1. Look at the original gray shape (a small rectangle or square) in the grid.
2. Move every corner of the shape:
- 2 units to the right (→)
- 1 unit up (↑)
3. Draw the new shape in its new position.

✔ Answer: The translated shape should be located 2 squares to the right and 1 square above the original.

*(If you need to draw this, just copy the shape exactly, but shifted 2 right and 1 up.)*

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## ✔ QUESTION 2: Reflection (Flip)

> *“Show a reflection on the broken line.”*

What is reflection?
- Flipping a shape over a line (called the mirror line).
- The reflected image is the same size and shape, but mirrored.

Steps:
1. Identify the broken line (dashed line) — this is your mirror line.
2. For each corner of the gray shape, measure how far it is from the mirror line.
3. On the other side of the mirror line, mark a point the same distance away.
4. Connect those points to form the reflected image.

✔ Answer: The reflected shape will look like a mirror image of the original across the dashed line.

*(Tip: Imagine folding the paper along the dashed line — the shape should match up perfectly.)*

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## ✔ QUESTION 3: Rotation (Turn)

> *“Show a ¼ turn clockwise around the dot.”*

What is rotation?
- Turning a shape around a fixed point (the center of rotation).
- A ¼ turn = 90 degrees.
- Clockwise = turning to the right (like clock hands).

Steps:
1. Find the dot — this is your center of rotation.
2. Take each corner of the triangle and rotate it 90° clockwise around the dot.
- Imagine putting a pin at the dot and spinning the shape ¼ turn to the right.
3. Draw the new triangle in its rotated position.

✔ Answer: The triangle will now point in a new direction — rotated 90° clockwise from its original orientation.

*(Example: If the triangle originally pointed up, after ¼ turn clockwise, it will point to the right.)*

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## 🧠 Summary Table:

| Transformation | What it does | Key Rule |
|----------------|----------------------------|------------------------------------------|
| Translation | Slides the shape | Same size, shape, orientation — moved |
| Reflection | Flips over a line | Mirror image — same size, flipped |
| Rotation | Turns around a point | Same size, shape — turned by angle |

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## 💡 Pro Tip for Students:
Always label your new shapes clearly (e.g., A', B', C') so you know which is the original and which is the transformed image.

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If you can describe the exact positions of the shapes or upload the text version of the worksheet, I can give you even more precise coordinates or drawings!

Let me know if you’d like me to explain any part again — or if you have another question! 😊