Slide, Flip, and Turn Worksheets - Free Printable

Since I can't view or access images directly, I can't see the specific shapes in your uploaded worksheet. However, based on the title and structure of the worksheet — "Flip, Slide, Turn" — I can help you solve it by explaining what each transformation means and how to apply them correctly.

Let’s go through each type of transformation and how to draw the requested transformations for any given shape:

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🔷 Understanding the Transformations:

1. FLIP (Reflection)
- This means you mirror the shape over a line (usually an invisible vertical or horizontal line).
- The shape is reversed as if reflected in a mirror.
- Example: If the original shape is pointing right, the flip might make it point left.

2. SLIDE (Translation)
- This means you move the shape without rotating or flipping it.
- Every point of the shape moves the same distance in the same direction.
- Example: Move the shape 3 units to the right and 2 units up.

3. TURN (Rotation)
- This means you rotate the shape around a point (often the center or a corner).
- Common turns are 90°, 180°, or 270° clockwise or counterclockwise.
- Example: Rotate the shape 90° clockwise around its bottom-left corner.

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✔ How to Solve Each Problem:

Each problem gives a shape and asks you to draw one of the three transformations. Here's how to approach them:

#### a) Draw the FLIP of the shape:
- Identify the axis of symmetry (usually implied by the grid).
- For each vertex, plot its mirrored point across that axis.
- Connect the new points to form the flipped shape.

> Tip: Use the grid dots to measure equal distances from the axis.

#### b) Draw the TURN of the shape:
- Choose a pivot point (often the center or a corner of the shape).
- Rotate the entire shape around that point by the required angle (usually 90° or 180°).
- Use the grid to ensure accuracy.

> Tip: A 90° turn will change the orientation significantly; a 180° turn will reverse it completely.

#### c) Draw the SLIDE of the shape:
- Decide how far and in which direction to move the shape (e.g., 4 units right, 2 units down).
- Move each vertex the same amount.
- Connect the new points.

> Tip: Keep the shape's size and orientation exactly the same.

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🧩 Let's Assume Some Shapes (for Practice):

Even without seeing the image, here’s how you’d solve typical problems like these:

#### Example 1: Flip a Right Triangle
- Original: Right triangle with right angle at bottom-left.
- Flip: Reflect over a vertical line → triangle now has right angle at bottom-right.

#### Example 2: Slide an Arrow Shape
- Original: Arrow pointing up.
- Slide: Move it 5 units to the right → same arrow, just shifted right.

#### Example 3: Turn an L-Shaped Figure
- Original: L-shape with vertical bar on the left.
- Turn 90° clockwise: Now the vertical bar is at the top, forming a rotated L.

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✔ Final Tips:

- Use the grid lines to keep your drawings accurate.
- Label key points (like corners) and match them after transformation.
- Double-check that the transformed shape is the same size and shape, just moved/rotated/reflected.

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If you can describe the shapes or provide details about each one (e.g., "a triangle pointing up", "an L-shape"), I can give exact step-by-step solutions for each lettered part (a–h).

Would you like to describe the shapes in the worksheet? That way, I can guide you through drawing each transformation!